Gene Expression Profiling for Identification, Monitoring and Treatment of Lung Cancer

ABSTRACT

A method is provided in various embodiments for determining a profile data set for a subject with lung cancer or conditions related to lung cancer based on a sample from the subject, wherein the sample provides a source of RNAs. The method includes using amplification for measuring the amount of RNA corresponding to at least 1 constituent from Tables 1-5. The profile data set comprises the measure of each constituent, and amplification is performed under measurement conditions that arc substantially repeatable.

REFERENCE TO RELATED APPLICATIONS

This application claims the benefit of U.S. Provisional Application No. 60/858886 filed Nov. 13, 2006 and U.S. Provisional Application No. 60/906970 filed Mar. 13, 2007, the contents of which are incorporated by reference in their entirety.

FIELD OF THE INVENTION

The present invention relates generally to the identification of biological markers associated with the identification of lung cancer. More specifically, the present invention relates to the use of gene expression data in the identification, monitoring and treatment of lung cancer and in the characterization and evaluation of conditions induced by or related to lung cancer.

BACKGROUND OF THE INVENTION

Lung cancer is the leading cause of cancer deaths among both men and women. It is a fast growing and highly fatal disease. Nearly 60% of people diagnosed with lung cancer die within one year of diagnosis. Nearly 75% die within 2 years. There are two major types of lung cancer: small cell lung cancer (SCLC) and non-small cell lung cancer (NSCLC). If lung cancer has characteristics of both types it is called a mixed small/large cell carcinoma. Approximately 85% of lung cancers are NSCLC. There are 3 sub-types of NSCLC, which differ in size, shape, and biochemical make-up. Approximately 35-50% of all lung cancers are squamous cell carcinomas. This lung cancer is linked to smoking and is typically found near the bronchus. Adenocarcinomas (e.g., bronchioloalveolar carcinoma) account for approximately 40% of all lung cancers, and is usually found in the outer region of the lung. Large-cell undifferentiated carcinoma accounts for approximately 10-15% of all lung cancers. Large-cell undifferentiated carcinoma can appear in any part of the lung, and grows and spreads very quickly, resulting in poor prognosis. SCLC accounts for approximately 15% of all lung cancers. SCLC often starts in the bronchi near the center of the chest and tends to spread widely through the body, quickly. The cancer cells can multiply quickly, form large tumors, and spread to lymph nodes and other organs such as the brain, adrenal glands, and liver. Thus, surgery is rarely an option, and is never used as the sole treatment modality.

In addition to the SCLC and NSCLC, other types of tumors can occur in the lungs. For example, carcinoid tumors of the lung account for fewer than 5% of lung tumors. Most are slow growin typical carcinoid tumors, which are generally cured by surgery. Cancers intermediate between the benign carcinoid tumors and SCLC are known as atypical carcinoid tumors. Other types of lung tumors include adenoid cystic carcinomas, hamartomas, lymphomas, sarcomas, and mesothelioma (tumor of the pleura (the layer of cells that line the outer surface of the lung)), which is associated with asbestos exposure.

The most important risk factor for lung cancer is smoking, including cigarette, cigar, pipe, marijuana, and hookah smoke. Despite popular belief, there is no evidence that smoking low tar or “light” cigarettes reduces the risk of lung cancer. Mentholated cigarettes may increase the risk of developing lung cancer. Additionally, non-smokers are at risk for lung cancer due to second hand smoke. Other risk factors include age (increased risk in the elderly population, nearly 70% of people diagnosed are over age 65); genetic predisposition; exposure to high levels of arsenic in drinking water, asbestos fibers, and/or long term radon contamination (each more pronounced in smokers); cancer causing agents in the workplace (e.g., radioactive ores, inhaled chemicals or minerals (e.g., arsenic, berrylium, vinyl chloride, nickel chromates, coal products, mustard gas, chloromethyl ethers, fuels such as gasoline, and diesel exhaust)); prior radiation therapy to the lungs; personal and family history of lung cancer, a diet low in fruits and vegetables (more pronounced in smokers); and air pollution.

Frequently, lung cancer remains asymptomatic until it reaches an advanced stage and spreads beyond the lungs. Once symptoms do start presenting, they include persistent cough; chest pain, often aggravated by deep breathing, coughing, or laughing; hoarseness; weight loss and loss of appetite; bloody or rust colored sputum; shortness of breath; recurring infections (e.g., bronchitis); new onset of wheezing; severe shoulder pain and/or Horner syndrome; and paraneoplastic syndromes (problems with distant organs due to hormone producing lung cancer). The most common paraneoplastic syndromes caused by NSCLC include hypercalcemia, causing urinary frequency, constipation, weakness, dizziness, confusion, and other CNS problems; hypertrophic osteoarthropathy (excess growth of certain bones); production of substances that activate the clotting cascade, leading to blood clots; and gynecomastia (excess breast growth in men). Additional symptoms may present when lung cancer spreads to distant organs causing symptoms such as bone pain, neurologicalchanges, jaundice, and masses near the surface of the body due to cancer spreading to the skin or lymph nodes.

SCLC and NSCLC are treated very differently. SCLC is mainly treated with chemotherapy, either alone or in combination with radiation. Surgery is rarely used in SCLC, and only when the cancer forms one localized tumor nodule with no spread to the lymph node or organs. For chemotherapy, cisplatin or carboplatin is usually combined with etoposide as the optimal treatment for SCLC, replacing older regimens of cyclophosphamide, doxorubicin, and vincristine. Additionally, gemcitabine, paclitaxel, vinorelbine, topotecan, and irinotecan have shown promising results in some SCLC studies. After chemotherapy, radiation therapy can be used to kill small to deposits of cancer that have not been eliminated. Radiation therapy (e.g., external beam radiation therapy, brachytherapy, and “gamma knife”), can also be used to relieve symptoms of lung cancer such as pain, bleeding, difficulty swallowing, cough, and problems caused by brain metastases.

In contrast with treatment for SCLC, surgery (lobectomy-removal of a lobe of the lung; pneumonectomy-removal of the entire lung; and segmentectomy resection-removing part of a lobe) is the only reliable method to cure NSCLC. Lymph nodes are also removed to assess the spread of cancer. More recently, a less invasive procedure called video assisted thoracic surgery has been used to remove early stage NSCLC.

In addition to surgery, chemotherapy is sometimes used to treat NSCLC. Cisplatin or carboplatin combined with gemcitabine, paclitaxel, docetaxel, etoposide, or vinorelbine has been effective in treating NSCLC. Recently, targeted therapy (drugs that interfere with the ability of the cancer cells to grow, e.g., gefitinib (Iressa™) and erlotinib (Tarceva™)) has shown some success in treating NSCLC in patients who are no longer responding to chemotherapy. Additionally, antiangionesis drugs (e.g., bevacizumab (Avastin™)) have recently been found to prolong survival of patients with advanced lung cancer when added to the standard chemotherapy regimen (however cannot be administered to patients with squamous cell cancer, because it leads to bleeding from this type of lung cancer).

Since individuals with lung cancer can be-asymptomatic while the disease progresses and metastasizes, screenings are essential to detect lung cancer at the earliest stage possible. Diagnosis for lung cancer is typically done through a combination of a medical history to check for risk factors and symptoms, physical exam to look for signs of lung cancer, imaging tests to look for tumors in the lungs or other organs, (e.g., chest X-ray, CT scan, MRI, PET, and bone scans), blood counts and blood chemistry, and invasive procedures that assist the physician to image the inside of the lungs and sample tissues/cells to determine whether a tumor is benign or malignant, and to determine the type of lung cancer (e.g., sputum cytology-microscopic examination of cells in coughed up phlegm; CT guided needle biopsy, bronchoscopy-viewing the inside of the bronchi through a flexible lighted tube; endobronchial ultrasound; endoscopic esophageal ultrasound; mediastinoscopy, mediastinotomy; thoracentesis; and thorascopy).

Because lung cancer spreads beyond the lungs before causing any symptoms, an effective screening program could save thousands of lives. To date, there is no lung cancer test that has been shown to prevent people from dying from this disease. Studies show that commonly used screening methods such as chest x-rays and sputum cytology are incapable of detecting lung cancer early to enough to improve a person's chance for a cure. For this reason, lung cancer screening is not a routine practice for the general population, or even for people at increased risk, such as smokers. Even with the screening procedures currently available, it is nearly impossible to detect or verify a diagnosis of lung cancer in a non-invasive manner, and without causing the patient pain and discomfort. Thus, a need exists for better ways to diagnose and monitor the progression and treatment of lung cancer.

Additionally, information on any condition of a particular patient and a patient's response to types and dosages of therapeutic or nutritional agents has become an important issue in clinical medicine today not only from the aspect of efficiency of medical practice for the health care industry but for improved outcomes and benefits for the patients. Thus, there is the need for tests which can aid in the diagnosis and monitor the progression and treatment of lung cancer.

SUMMARY OF THE INVENTION

The invention is in based in part upon the identification of gene expression profiles (Precision Profiles™) associated with lung cancer. These genes are referred to herein as lung cancer associated genes or lung cancer associated constituents. More specifically, the invention is based upon the surprising discovery that detection of as few as one lung cancer associated gene in a subject derived sample is capable of identifying individuals with or without lung cancer with at least 75% accuracy. More particularly, the invention is based upon the surprising discovery that the methods provided by the invention are capable of detecting lung cancer by assaying blood samples.

In various aspects the invention provides methods of evaluating the presence or absence (e.g., diagnosing or prognosing) of lung cancer, based on a sample from the subject, the sample providing a source of RNAs, and determining a quantitative measure of the amount of at least one constituent of any constituent (e.g., lung cancer associated gene) of any of Tables 1, 2, 3, 4 and 5 and arriving at a measure of each constituent.

Also provided are methods of assessing or monitoring the response to therapy in a subject having lung cancer, based on a sample from the subject, the sample providing a source of RNAs, determining a quantitative measure of the amount of at least one constituent of any constituent of Tables 1, 2, 3, 4, or 5 and arriving at a measure of each constituent. The therapy, for example, is immunotherapy. Preferably, one or more of the constituents listed in Table 6 is measured. For example, the response of a subject to immunotherapy is monitored by measuring the expression of TNFRSF10A, TMPRSS2, SPARC, ALOX5, PTPRC, PDGFA, PDGFB, BCL2, BAD, BAK1, to BAG2, KIT, MUC1, ADAM17, CD19, CD4, CD40LG, CD86, CCR5, CTLA4, HSPA1A, IFNG, IL23A, PTGS2, TLR2, TGFB1, TNF, TNFRSF13B, TNFRSF10B, VEGF, MYC, AURKA , BAX, CDH1, CASP2, CD22, IGF1R, ITGA5, ITGAV, ITGB1, ITGB3, IL6R, JAK1, JAK2, JAK3, MAP3K1, PDGFRA, COX2, PSCA, THBS1, THBS2, TYMS, TLR1, TLR3, TLR6, TLR7, TLR9, TNFSF10, TNFSF13B, TNFRSF17, TP53, ABL1, ABL2, AKT1, KRAS , BRAF, RAF1, ERBB4, ERBB2, ERBB3, AKT2, EGFR, IL12 or IL15. The subject has received an immunotherapeutic drug such as anti CD19 Mab, rituximab, epratuzumab, lumiliximab, visilizumab (Nuvion), HuMax-CD38, zanolimumab, anti CD40 Mab, anti-CD40L, Mab, galiximab anti-CTLA-4 MAb, ipilimumab, ticilimumab, anti-SDF-1 MAb, panitumumab, nimotuzumab, pertuzumab, trastuzumab, catumaxomab, ertumaxomab, MDX-070, anti ICOS, anti IFNAR, AMG-479, anti- IGF-1R Ab, R1507, IMC-A12, antiangiogenesis MAb, CNTO-95, natalizumab (Tysabri), SM3, IPB-01, hPAM-4, PAM4, Imuteran, huBrE-3 tiuxetan, BrevaRex MAb, PDGFR MAb, IMC-3G3, GC-1008, CNTO-148 (Golimumab), CS-1008, belimumab, anti-BAFF MAb, or bevacizumab. Alternatively, the subject has received a placebo.

In a further aspect the invention provides methods of monitoring the progression of lung cancer in a subject, based on a sample from the subject, the sample providing a source of RNAs, by determining a quantitative measure of the amount of at least one constituent of any constituent of Tables 1, 2, 3, 4, and 5 as a distinct RNA constituent in a sample obtained at a first period of time to produce a first subject data set and determining a quantitative measure of the amount of at least one constituent of any constituent of Tables 1, 2, 3, 4, and 5 as a distinct RNA constituent in a sample obtained at a second period of time to produce a second subject data set. Optionally, the constituents measured in the first sample are the same constituents measured in the second sample. The first subject data set and the second subject data set are compared allowing the progression of lung cancer in a subject to be determined. The second subject is taken e.g., one day, one week, one month, two months, three months, 1 year, 2 years, or more after the first subject sample. Optionally the first subject sample is taken prior to the subject receiving treatment, e.g. chemotherapy, radiation therapy, or surgery and the second subject sample is taken after treatment.

In various aspects the invention provides a method for determining a profile data set, i.e., a lung cancer profile, for characterizing a subject with lung cancer or conditions related to lung cancer based on a sample from the subject, the sample providing a source of RNAs, by using amplification for measuring the amount of RNA in a panel of constituents including at least 1 constituent from any of Tables 1-5, and arriving at a measure of each constituent. The profile data set contains the to measure of each constituent of the panel.

The methods of the invention further include comparing the quantitative measure of the constituent in the subject derived sample to a reference value or a baseline value, e.g. baseline data set. The reference value is for example an index value. Comparison of the subject measurements to a reference value allows for the present or absence of lung cancer to be determined, response to therapy to be monitored or the progression of lung cancer to be determined. For example, a similarity in the subject data set compares to a baseline data set derived form a subject having lung cancer indicates that presence of lung cancer or response to therapy that is not efficacious. Whereas a similarity in the subject data set compares to a baseline data set derived from a subject not having lung cancer indicates the absence of lung cancer or response to therapy that is efficacious. In various embodiments, the baseline data set is derived from one or more other samples from the same subject, taken when the subject is in a biological condition different from that in which the subject was at the time the first sample was taken, with respect to at least one of age, nutritional history, medical condition, clinical indicator, medication, physical activity, body mass, and environmental exposure, and the baseline profile data set may be derived from one or more other samples from one or more different subjects.

The baseline data set or reference values may be derived from one or more other samples from the same subject taken under circumstances different from those of the first sample, and the circumstances may be selected from the group consisting of (i) the time at which the first sample is taken (e.g., before, after, or during treatment cancer treatment), (ii) the site from which the first sample is taken, (iii) the biological condition of the subject when the first sample is taken.

The measure of the constituent is increased or decreased in the subject compared to the expression of the constituent in the reference, e.g., normal reference sample or baseline value. The measure is increased or decreased 10%, 25%, 50% compared to the reference level. Alternately, the measure is increased or decreased 1, 2, 5 or more fold compared to the reference level.

In various aspects of the invention the methods are carried out wherein the measurement conditions are substantially repeatable, particularly within a degree of repeatability of better than ten percent, five percent or more particularly within a degree of repeatability of better than three percent, and/or wherein efficiencies of amplification for all constituents are substantially similar, more particularly wherein the efficiency of amplification is within ten percent, more particularly wherein the efficiency of amplification for all constituents is within five percent, and still more particularly wherein the efficiency of amplification for all constituents is within three percent or less.

In addition, the one or more different subjects may have in common with the subject at least one of age group, gender, ethnicity, geographic location, nutritional history, medical condition, clinical indicator, medication, physical activity, body mass, and environmental exposure. A clinical indicator may be used to assess lung cancer or a condition related to lung cancer of the one or more different subjects, and may also include interpreting the calibrated profile data set in the context of at least one other clinical indicator, wherein the at least one other clinical indicator includes blood chemistry, X-ray or other radiological or metabolic imaging technique, molecular markers in the blood, other chemical assays, and physical findings.

At least 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 15, 20, 3%40, 50 or more constituents are measured.

Preferably, at least one constituent is measured. For example the constituent is selected from Table 1 and is selected from: i) EGR1, IGFBP3, DAD1, SPARC, ANLN, S100A4, ING2, RBM5, TOPORS, MUC1, NT5C2, RCHY1, or CDK2;

ii) EGR1, SPARC, DAD1, CEACAM1, TEGT, HOXA10, MMP9, PPARG, ANLN, USP7, ZNF185, MYC, PTEN, NT5C2, PTGS2, TNFRSF6, ING2, IQGAP1, IGFBP3, CXCR4, STAT3, PGAM1, LGALS3, TOPORS, CDH1, BCL2L1, or FBXO7; or

iii) EGR1, SPARC, DAD1, TEGT, CEACAM1, MMP9, ANLN, IGFBP3, ZNF185, USP7, MYC, RBM5, ING2, IQGAP1, NT5C2, TNFRSF6, RCHY1, TOPORS, PGAM1, or CDH1.

Alternatively the constituent is selected from Table 2 and is selected from: i) EGR1, IL10, SERPINA1, TGFB1, ELA2, MNDA, ALOX5, CD86, IFI16, HMOX1, CASP1, TIMP1, ICAM1, or MYC;

-   -   ii) EGR1, IL10, TNF, TIMP1, IL1RN, SERPINA1, IFI16, PTPRC,         TGFB1, MNDA, HMOX1, MMP9, ELA2, VEGF, CD86, CASP1, TLR2, TXNRD1,         TNFRSF1A, PTGS2, ALOX5; ICAM1, PLAUR, ADAM17, HSPA1A, or MAPK14;         or

iii) EGR1, IL10, TNF, SERPINA1, IL1RN, TGFB1, MNDA, PTPRC, ELA2, VEGF, IFI16, TIMP1, HMOX1, MMP9, CD86, CASP1, TXNRD1, TLR2, ALOX5, MYC, ICAM1, PLAUR, HSPA1A, or MAPK14.

Additionally, the constituent is selected from Table 3 and is selected from: i) EGR1, TNF, NRAS, CDKN2A, IFITM1, CDK5, BRAF, RHOC, TGFB1, RHOA, ICAM1, NFKB1, RB1, BAD, PLAUR, BCL2, ABL2, S100A4, or SOCS1 ;

ii) EGR1, TNF, BRAF, IFITM1, TIMP1, TGFB1, NRAS, MMP9, PLAU, RHOC, RHOA, RB1, NME4, CDKN1A, CDK5, BRCA1, CDKN2A, NFKB1, FOS, VEGF, WNT1, ICAM1, PTEN, TNFRSF1A, CDC25A, SOCS1, PLAUR, SEMA4D, or SERPINE1; or

iii) EGR1, TNF, NRAS, IFITM1, BRAF, TGFB1, TIMP1, RHOC, RHOA, PLAU, MMP9, CDK5, CDKN2A, NME4, RB1, NFKB1, ICAM1, FOS, VEGF, PLAUR, BRCA1, WNT1, SOCS1, S100A4, or BCL2.

Additionally, the constituent is selected from Table 4 and is selected from: i) EGR1, EP300, TGFB1, MAPK1, CREBBP, ICAM1, NFKB1, or SMAD3;

ii) EGR1, EP300, TGFB1, ALOX5, PLAU, EGR2, MAPK1, CREBBP, NFKB1, FOS, ICAM1, TOPBP1, PTEN, PDGFA, CDKN2D, or SERPINE1; or

iii) EGR1, EP300, TGFB1, ALOX5, PLAU, MAPK1, EGR2, CREBBP, NFKB1, ICAM1, FOS, SMAD3, or TOPBP1.

Additionally, the constituent is selected from Table 5 and is selected from:

i) EGR1, TNF, NRAS, RP51077B9.4, CTSD, G6PD, HMGA1, GNB 1, ACPP, PLXDC2, MTF1, CD59, PTPRC, GADD45A, S100A11, MYD88, DIABLO, TGFB1, CTNNA1, ELA2, SRF, C1QB, SERPINA1, TEGT, ANLN, VIM, SPARC, UBE2C, ETS2, DAD1, E2F1, IF116, TXNRD1, TLR2, POV1, ING2, HMOX1, SIAH2, CA4, S100A4, C1QA, or ST14;

ii) EGR1, TNF, HMGA1, CTSD, TIMP1, RP51077B9.4, S100A11, GNB1, PLXDC2, TGFB1, NRAS, SPARC, G6PD, C1QB, DAD1, MTF1, NUDT4, SERPINA1, MMP9, ETS2, PLAU, HMOX1, DLC1, TEGT, PTPRC, ANLN, MEIS1, CEACAM1, ELA2, DIABLO, GADD45A, XRCC1, MYD88, SRF, HOXA10, IFI16, UBE2C, GSK3B, CAV1, CTNNA1, CD59, E2F1, PTGS2, CCL5, LGALS8, ITGAL, NCOA1, ZNFI85, SP1, SIAH2, POV1, MNDA, NEDD4L, RBM5, USP7, FOS, VEGF, VIM, TLR2, PTEN, TNFRSF1A, C1QA, ING2, CCL3, IGF2BP2, CASP9, CA4, IQGAP1, or CD97; or

iii) EGR1, TNF, CTSD, RP51077B9.4, HMGA1, NRAS, GNB1, S100A11, G6PD, TIMP1, PLXDC2, MTF1, TGFB1, C1QB, SPARC, GADD45A, SERPINA1, ETS2, ELA2, PTPRC, NUDT4, DAD1, PLAU, CD59, DIABLO, MMP9, HMOX1, MYD88, ANLN, DLC1, SRF, UBE2C, TEGT, HOXA10, IFI16, CTNNA1, MEIS1, XRCC1, CEACAM1, E2F1, LGALS8, ZNF185, MNDA, VIM, SIAH2, POV1, ITGAL, TLR2, NEDD4L, GSK3B, USP7, FOS, RBM5, VEGF, CIQA, ING2, CA4, S100A4, IGF2BP2, or CD97.

In one aspect, two constituents from Table 1 are measured. The first constituent is i) ABCC5, ABCG2, ADAM8, ANLN, BCL2, BCL2L1, CASP3, CCL5, CCND1, CDH1, CDK2, CDK4, CDKN1C, CEACAM1, CEBPA, CFLAR, COX17, CXCL10, CXCR4, DAD1, DIABLO, E2F1, EGR1, EIF3S6, EMP1, ERBB2, ERCC1, ERCC2, FBXO7, FGFR2, FHIT, HDAC3, HOXA10, HOXA5, ICOS, IGFBP3, IGSF4, IL4R, IL8, ING1, ING2, IQGAP1, LGALS3, LPIN2, MALL, MINA, MMP9, MUC1, MYC, MYCL1, NME1, PGAM1, PPARG, PSMD2, PTEN, RAP1GDS1, RASSF1, RBL2, RBM5, RCHY1, RUNX3, S100A4, S100P, SLC2A1, SPARC, or TOPORS;

ii) ABCC5, ABCG2, ADAM8, ANLN, BCL2, BCL2L1, BCL2L2, CASP3, CCL5, CCND1, CDH1, CDK2, CDK4, CDKN1C, CEACAM1, CEBPA, CFLAR, COX17, CXCL10, CXCR4, DAD1, DIABLO, E2F1, EGR1, EIF3S6, EMP1, ERBB2, ERCC1, ERCC2, ESR1, FBXO7, FGFR2, FHIT, HDAC3, HOXA10, HOXA5, ICOS, IGFBP3, IGSF4, ILAR, IL8, ING1, ING2, IQGAP1, LGALS3, LPIN2, MALL, MINA, MMP9, MUC1, MYC, MYCL1, NME1, NT5C2, P4HB, PGAM1, PGK1, PPARG, PSMD2, PTEN, PTGS2, RAP1GDS1, RASSF1, RBL2, RBM5, RCHY1, RPS3A, RUNX3, S100A4, S100P, SERPINF1, SLC2A1, SMARCA4, SPARC, STATS, TEGT, TNFRSF6, TOPORS, TP53, TRU', USP7, or XRCC1; or

iii) ABCC5, ABCG2, ADAM8, ANLN, BCL2, BCL2L1, BCL2L2, CASP3, CCL5, CCND1, CDH1, CDK2, CDK4, CDKN1C, CEACAM1, CEBPA, CFLAR, COX17, CXCL10, CXCR4, DAB2IP, DAD1, DIABLO, E2F1, EGR1, EIF3S6, EMP1, ERBB2, ERCC1, ERCC2, ESR1, FBXO7, FGFR2, FHIT, HDAC3, HOXA10, ICOS, IGFBP3, IGSF4, IL4R, IL8, ING1, ING2, IQGAP1, LGALS3, LPIN2, MALL, MINA, MMP9, MUC1, MYC, MYCL1 , NME1, NT5C2, P4HB, PGAM1, PGK1, PPARG, PSMD2, PTEN, PTGS2, RAP1GDS1, RASSF1, RBL2, RBM5, RCHY1, RPS3A, RUNX3, S100A4, S100P, SERPINF1, SLC2A1, SMARCA4, SPARC, TEGT, TNFRSF6, TOPORS, TP53, TRIT1, USP7, or XRCC1 and the second constituent is any other constituent from Table 1.

In another aspect two constituents from Table 2 are measured. The first constituent is i) ALOX5, APAF1, C1QA, CASP1, CASP3, CCL3, CCL5, CCR3, CCR5, CD19, CD4, CD86, CD8A, CXCL1, CXCR3, EGR1, ELA2, GZMB, HLADRA, HMGB1, HMOX1, HSPAIA, ICAM1, IFI16, IFNG, IL10, IL18, IL18BP, IL1B, IL1R1, IL1RN, IL32, IL8, LTA, MAPK14, MIF, MMP9, MNDA, MYC, NFKB1, PLA2G7, PTPRC, SERPINA1, TGFB1, TLR2, TNF, or TXNRD1;

ii) ADAM17, ALOX5, APAF1, C1QA, CASP1, CASP3, CCL3, CCL5, CCR3, CCR5, CD19, CD4, CD86, CD8A, CTLA4, CXCL1, CXCR3, DPP4, EGR1, ELA2, GZMB, HLADRA, HMGB1, HMOX1, HSPA1A, ICAM1, IFI16, IFNG, IL10, IL15, IL18BP, IL1B, IL1R1, IL1RN, IL23A, IL32, IL5, IRF1, LTA, MAPK14, MHC2TA, MIF, MMP12, MMP9, MNDA, MYC, NFKB1, PLA2G7, PLAUR, PTGS2, PTPRC, SERPINA1, SERPINE1, TGFB1, TIMP1, TLR2, TLR4, TNF, or TNFRSF13B; or

iii) ADAM17, ALOX5, APAF1, C1QA, CASP1, CASP3, CCL3, CCL5, CCR3, CD19, CD4, CD86, CD8A, CTLA4, CXCL1, CXCR3, DPP4, EGR1, ELA2, GZMB, HLADRA, HMOX1, HSPA1A, ICAM1, IFI16, IFNG, IL10, IL15, IL18, IL18BP, IL1B, IL1R1, IL1RN, IL23A, IL32, IL5, IL8, IRF1, LTA, MAPK14, MHC2TA, MIF, MMP12, MMP9, MNDA, MYC, NFKB1, PLA2G7, PLAUR, PTGS2, PTPRC, SERPINA1, SERPINE1, TGFB1, TIMP1, TLR2, TNF, TNFRSF13B, or TXNRD1 and the second constituent is any other constituent from Table 2.

In a further aspect two constituents from Table 3 are measured. The first constituent is i) ABL2, AKT1, ANGPT1, APAF1, ATM, BAD, BAX, BCL2, BRAF, BRCA1, CASP8, CCNE1, CDC25A, CDK2, CDK4, CDK5, CDKN1A, CDKN2A, COL18A1, E2F1, EGR1, ERBB2, FGFR2, FOS, G1P3, GZMA, HRAS, ICAM1, IFITM1, IFNG, IGFBP3, IL1B, IL8, ITGA1, ITGB1, JUN, MMP9, MSH2, MYC, NFKB1, NME1, NME4, NRAS, PLAU, PLAUR, RB1, RHOA, RHOC, S100A4, SEMA4D, SERPINE1, SKI, SKIL, SRC, TNF, TNFRSF1A, or TNFRSF6;

ii) ABL1, ABL2, AKT1, APAF1, ATM, BAD, BAX, BCL2, BRAF, BRCA1, CASP8, CCNE1, CDC25A, CDK2, CDK4, CDK5, CDKN1A, CDKN2A, CFLAR, COL18A1, E2F1, EGR1, ERBB2, FOS, G1P3, GZMA, HRAS, ICAM1, IFITM1, IFNG, IGFBP3, IL18, IL1B, IL8, ITGA1, ITGA3, ITGAE, ITGB1, JUN, MMP9, MSH2, MYC, MYCL1, NFKB1, NME1, NME4, NOTCH2, NRAS, PLAU, PLAUR, PTCH1, PTEN, RAF1, RB1, RHOA, RHOC, S100A4, SEMA4D, SERPINE1, SKI, SKIL, SMAD4, SOCS1, SRC, TGFB1, TIMP1, TNF, TNFRSF10A, TNFRSF1A, TNFRSF6, or VEGF; or

iii) ABL1, ABL2, AKT1, APAF1, ATM, BAD, BAX, BCL2, BRAF, BRCA1, CASP8, CCNE1, CDC25A, CDK2, CDK4, CDK5, CDKN1A, CDKN2A, CFLAR, COL18A1, E2F1, EGR1, ERBB2, FOS, G1P3, GZMA, HRAS, ICAM1, IFITM1, IFNG, IGFBP3, IL18, IL1B, IL8, ITGA1, ITGA3, ITGAE, ITGB1, JUN, MMP9, MSH2, MYC, MYCL1, NFKB1, NME1, NMFA, NOTCH2, NRAS, PLAU, PLAUR, PTCH1, PTEN, RAFT, RB1, RHOA, RHOC, S100A4, SEMA4D, SERPINE1, SKI, SKIL, SMAD4, SOCS1, SRC, TGFB1, TIMP1, TNF, TNFRSF10A, TNFRSF1A, TNFRSF6, or VEGF; and the second constituent is any other constituent from Table 3.

In yet another aspect two constituents from Table 4 are measured. The first constituent is, i) ALOX5, CDKN2D, CEBPB, CREBBP, EGR1, EGR2, EGR3, EP300, FGF2, ICAM1, MAP2K1, MAPK1, NAB2, NFATC2, NFKB1, NR4A2, PDGFA, PLAU, SERPINE1, SRC, or TNFRSF6;

ii) ALOX5, CDKN2D, CEBPB, CREBBP, EGR1, EGR2, EGR3, EP300, FGF2, FOS, ICAM1, JUN, MAP2K1, MAPK1, NAB1, NAB2, NFATC2, NFKB1, NR4A2, PDGFA, PLAU, PTEN, RAF1, S100A6, SERPINE1, SMAD3, SRC, or TGFB1; or

iii) ALOX5, CDKN2D, CEBPB, CREBBP, EGR1, EGR2, EGR3, EP300, FGF2, FOS, ICAM1, JUN, MAP2K1, MAPK1, NAB1, NAB2, NFATC2, NFKB1, NR4A2, PDGFA, PLAU, PTEN, RAF1, S100A6, SERPINE1, SMAD3, SRC, or THBS1 and the second constituent is any other constituent from Table 4.

In yet a further aspect two constituents from Table 5 are measured. The first constituent is,

i) ACPP, ADAM17, ANLN, APC, AXIN2, BAX, BCAM, C1QA, C1QB, CA4, CASP3, CASP9, CAV1, CCL3, CCL5, CCR7, CD59, CD97, CDH1, CEACAM1, CNKSR2, CTNNA1, CTSD, CXCL1, DAD1, DIABLO, DLC1, E2F1, EGR1, ELA2, ETS2, FOS, G6PD, GADD45A, GNB1, GSK3B, HMGA1, HMOX1, HOXA10, HSPA1A, IFI16, IGF2BP2, IGFBP3, IKBKE, IL8, ING2, IQGAP1, IRF1, ITGAL, LARGE, LGALS8, LTA, MAPK14, MEIS1, MLH1, MME, MMP9,

MNDA, MSH2, MSH6, MTA1, MTF1, MYC, MYD88, NCOA1, NEDD4L, NRAS, NUDT4, PLAU, PLEK2, PLXDC2, POV I, PTEN, PTGS2, PTPRC, PTPRK, RBM5, RP51077B9.4, S100A11, S100A4, SERPINA1, SERPINE1, SERPING1, SIAH2, SP1, SPARC, SRF, TGFB1, TLR2, TNF, TXNRD1, UBE2C, VIM, XK, or XRCC1;

ii) ACPP, ADAM17, ANLN, APC, AXIN2, BAX, BCAM, C1QA, C1QB, CA4, CASP3, CASP9, CAV1, CCL3, CCL5, CCR7, CD59, CD97, CDH1, CEACAM1, CNKSR2, CTNNA1, CTSD, CXCL1, DAD1, DIABLO, DLC1, E2F1, EGR1, ELA2, ESR1, ESR2, ETS2, FOS, G6PD, GADD45A, GNB1, GSK3B, HMGA1, HMOX1, HOXA10, HSPA1A, IFI16, IGF2BP2, IGFBP3, IKBKE, IL8, ING2, IQGAP1, IRF1, ITGAL, LARGE, LGALS8, LTA, MAPK14, MEIS1, MLH1, MME, MMP9, MNDA, MSH2, MSH6, MTA1, MTF1, MYC, MYD88, NBEA, NCOA1, NEDD4L, NRAS, NUDT4, PLAU, PLEK2, PLXDC2, POV1, PTEN, PTGS2, PTPRC, PTPRK, RBM5, RP51077B9.4, S100A11, S100A4, SERPINAI, SERPINE1, SIAH2, SP1, SPARC, SRF, ST14, TEGT, TGFB1, TIMP1, TLR2, TNF, TNFRSF1A, TNFSF5, TXNRD1, UBE2C, USP7, VEGF, VIM, XK, or XRCC1; or

iii) ACPP, ADAM17, ANLN, APC, AXIN2, BAX, BCAM, C1QA, C1QB, CA4, CASP3, CASP9, CAVI, CCL3, CCL5, CCR7, CD59, CD97, CDH1, CEACAM1, CNKSR2, CTNNA1, CTSD, CXCL1, DAD1, DIABLO, DLC1, E2F1, EGR1, ELA2, ESR1, ESR2, ETS2, FOS, G6PD, GADD45A, GNB1, GSK3B, HMGA1, HMOX1, HOXA10, HSPA1A, IFI16, IGF2BP2, IGFBP3, IKBKE, IL8, ING2, IQGAP1, IRF1, ITGAL, LARGE, LGALS8, LTA, MAPK14, MEIS1, MME, MMP9, MNDA, MSH2, MSH6, MTA1, MTF1, MYC, MYD88, NBEA, NCOA1, NEDD4L, NRAS, NUDT4, PLAU, PLEK2, PLXDC2, POV1, PTEN, PTGS2, PTPRC, PTPRK, RBM5, to RP51077B9.4, S100A11, S100A4, SERPINA1, SERPINE1, SERP1NG1, SIAH2, SP1, SPARC, SRF, ST14, TEGT, TGFB1, TIMP1, TLR2, TNF, TNFRSF1A, TNFSF5, TXNRD1, UBE2C, USP7, VEGF, VIM, XK, or XRCC1 and the second constituent is any other constituent from Table 5.

The constituents are selected so as to distinguish from a normal reference subject and a lung cancer-diagnosed subject. The lung cancer-diagnosed subject is diagnosed with different stages of cancer. Alternatively, the panel of constituents is selected as to permit characterizing the severity of lung cancer in relation to a normal subject over time so as to track movement toward normal as a result of successful therapy and away from normal in response to cancer recurrence. Thus in some embodiments, the methods of the invention are used to determine efficacy of treatment of a particular subject.

Preferably, the constituents are selected so as to distinguish, e.g., classify between a normal and a lung cancer-diagnosed subject with at least 75%, 80%, 85%, 90%, 95%, 97%, 98%, 99% or greater accuracy. By “accuracy” is meant that the method has the ability to distinguish, e.g., classify, between subjects having lung cancer or conditions associated with lung cancer, and those that do not. Accuracy is determined for example by comparing the results of the Gene Precision Profiling™ to standard accepted clinical methods of diagnosing lung cancer, e.g., one or more symptoms of lung cancer such chest pain, often aggravated by deep breathing; coughing, or laughing; hoarseness; weight loss and loss of appetite; bloody or rust colored sputum; shortness of breath; recurring infections (e.g., bronchitis); new onset of wheezing; severe shoulder pain and/or Homer syndrome due to damage caused by cancer of the upper lungs to a nerve that passes from the upper chest into the neck; and parneoplastic syndromes (e.g., hypercalcemia, causing urinary frequency, constipation, weakness, dizziness, confusion, and other CNS problems; hypertrophic osteoarthropathy; blood clots; and gynecomastia); bone pain; neurologic changes; jaundice; and masses near the surface of the body due to cancer spreading to the skin or lymph nodes.

For example the combination of constituents are selected according to any of the models enumerated in Tables 1A, 2A, 3A, or 4A.

By lung cancer or conditions related to lung cancer is meant growth of abnormal cells in the lungs, capable of invading and destroying other lung cells, and includes small cell lung cancer, non-small cell lung cancer (squamous cell carcinoma, adenocarcinoma (e.g., bronchioloalveolar carcinoma and large-cell undifferentiated carcinoma), carcinoid tumors (typical and atypical), lymphomas of the lung, adenoid cystic carcinomas, hamartomas, lymphomas, sarcomas, and mesothelia.

The sample is any sample derived from a subject which contains RNA. For example, the sample is blood, a blood fraction, body fluid, a population of cells or tissue from the subject, a lung cell, or a rare circulating tumor cell or circulating endothelial cell found in the blood.

Optionally one or more other samples can be taken over an interval of time that is at least one month between the first sample and the one or more other samples, or taken over an interval of time that is at least twelve months between the first sample and the one or more samples, or they may be taken pre-therapy intervention or post-therapy intervention. In such embodiments, the first sample may be derived from blood and the baseline profile data set may be derived from tissue or body fluid of the subject other than blood. Alternatively, the first sample is derived from tissue or bodily fluid of the subject and the baseline profile data set is derived from blood.

Also included in the invention are kits for the detection of lung cancer in a subject, containing at least one reagent for the detection or quantification of any constituent measured according to the methods of the invention and instructions for using the kit.

Unless otherwise defined, all technical and scientific terms used herein have the same meaning as commonly understood by one of ordinary skill in the art to which this invention belongs. Although methods and materials similar or equivalent to those described herein can be used in the practice or testing of the present invention, suitable methods and materials are described below. All publications, patent applications, patents, and other references mentioned herein are incorporated by reference in their entirety. In case of conflict, the present specification, including definitions, will control. In addition, the materials, methods, and examples are illustrative only and not intended to be limiting.

Other features and advantages of the invention will be apparent from the following detailed description and claims.

BRIEF DESCRIPTION OF THE DRAWINGS

FIG. 1 is a graphical representation of a 2-gene model for cancer based on disease-specific genes, capable of distinguishing between subjects afflicted with cancer and normal subjects with a discrimination line overlaid onto the graph as an example of the Index Function evaluated at a particular logit value. Values above and to the left of the line represent subjects predicted to be in the normal population. Values below and to the right of the line represent subjects predicted to be in the cancer population. ALOX5 values are plotted along the Y-axis, S100A6 values are plotted along the X-axis.

FIG. 2 is a graphical representation of a 2-gene model, EGR1 and HOXA5, based on the Precision Profile™ for Lung Cancer (Table 1), capable of distinguishing between subjects afflicted with Stage 1 or Stage 2 lung cancer and normal subjects, with a discrimination line overlaid onto the graph as an example of the Index Function evaluated at a particular logit value. Values above and to the left of the line represent subjects predicted to be in the normal population. Values below and to the right of the line represent subjects predicted to be in the Stage 1 or 2 lung cancer population. EGR1 values are plotted along the Y-axis, HOXA5 values are plotted along the X-axis.

FIG. 3 is a graphical representation of a 2-gene model, CCND1 and EGR1, based on the Precision Profile™ for Lung Cancer (Table 1), capable of distinguishing between subjects afflicted with Stage 3 lung cancer and normal subjects, with a discrimination line overlaid onto the graph as an example of the Index Function evaluated at a particular logit value. Values to the right of the line represent subjects predicted to be in the normal population. Values to the left of the line represent subjects predicted to be in the Stage 3 lung cancer population. CCND1 values are plotted along the Y-axis, EGR1 values are plotted along the X-axis.

FIG. 4 is a graphical representation of a 2-gene model, EGR1 and ERBB2, based on the Precision Profile™ for Lung Cancer (Table 1), capable of distinguishing between subjects afflicted with lung cancer (all stages) and normal subjects, with a discrimination line overlaid onto the graph as an example of the Index Function evaluated at a particular logit value. Values above and to the left of the line represent subjects predicted to be in the normal population. Values below and to the right of the line repreient subjects predicted to be in the lung cancer population. EGR1 values are plotted along the Y-axis, ERBB2 values are plotted along the X-axis.

FIG. 5 is a graphical representation of the Z-statistic values for each gene shown in Table 1H. A negative Z statistic means up-regulation of gene expression in lung cancer vs (all stages). normal patients; a positive Z statistic means down-regulation of gene expression in lung cancer vs. normal patients.

FIG. 6 is a graphical representation of a lung cancer index based on the 2-gene logistic regression model, EGR1 and ERBB2, capable of distinguishing between normal, healthy subjects and subjects suffering from lung cancer (all stages).

FIG. 7 is a graphical representation of a 2-gene model, ELA2 and IL10, based on the Precision Profile™ for Inflammatory Response (Table 2), capable of distinguishing between subjects afflicted with Stage 1 or Stage 2 lung cancer and normal subjects, with a discrimination line overlaid onto the graph as an example of the Index Function evaluated at a particular logit value. Values to to the right of the line represent subjects predicted to be in the normal population. Values to the left of the line represent subjects predicted to be in the Stage 1 or 2 lung cancer population. ELA2 values are plotted along the Y-axis, IL10 values are plotted along the X-axis.

FIG. 8 is a graphical representation of a 2-gene model, EGR1 and TNFRSF13B, based on the Precision Profile™ for Inflammatory Response (Table 2), capable of distinguishing between subjects afflicted with Stage 3 lung cancer and normal subjects, with a discrimination line overlaid onto the graph as an example of the Index Function evaluated at a particular logit value. Values above the line represent subjects predicted to be in the normal population. Values below the line represent subjects predicted to be in the Stage 3 lung cancer population. EGR 1 values are plotted along the Y-axis, TNFRSF13B values are plotted along the X-axis.

FIG. 9 is a graphical representation of a 2-gene model, EGR1 and ILIA based on the Precision Profile™ for Inflammatory Response (Table 2), capable of distinguishing between subjects afflicted with lung cancer (all stages) and normal subjects, with a discrimination line overlaid onto the graph as an example of the Index Function evaluated at a particular logit value. Values above and to the right of the line represent subjects predicted to be in the normal population. Values below and to the left of the line represent subjects predicted to be in the lung cancer population. EGR1 values are plotted along the Y-axis, IL10 values are plotted along the X-axis.

FIG. 10 is a graphical representation of a 2-gene model, EGR1 and IFNG, based on the Human Cancer General Precision Profile™ (Table 3), capable of distinguishing between subjects afflicted with Stage 1 or Stage 2 lung cancer and normal subjects, with a discrimination line overlaid onto the graph as an example of the Index Function evaluated at a particular logit value. Values above and to the right of the line represent subjects predicted to be in the normal population. Values below and to the left of the line represent subjects predicted to be in the Stage 1 or 2 lung cancer population. EGR1 values are plotted along the Y-axis, IFNG values are plotted along the X-axis.

FIG. 11 is a graphical representation of a 2-gene model, EGR1 and IFNG, based on the Human Cancer General Precision Profile™ (Table 3), capable of distinguishing between subjects afflicted with Stage 3 lung cancer and normal subjects, with a discrimination line overlaid onto the graph as an example of the Index Function evaluated at a particular logit value. Values above the line represent subjects predicted to be in the normal population. Values below the line represent subjects predicted to be in the Stage 3 lung cancer population. EGR1 values are plotted along the Y-axis, IFNG values are plotted along the X-axis.

FIG. 12 is a graphical representation of a 2-gene model, EGR1 and IFNG, based on the Human Cancer General Precision Profile™ (Table 3), capable of distinguishing between subjects afflicted with lung cancer (all stages) and normal subjects, with a discrimination line overlaid onto the graph as an example of the Index Function evaluated at a particular logit value. Values above and to the right of the line represent subjects predicted to be in the normal population. Values below and to the left of the line represent subjects predicted to be in the lung cancer population. EGR1 values are plotted along the Y-axis, IFNG values are plotted along the X-axis.

FIG. 13 is a graphical representation of a 2-gene model, EGR1 and SRC, based on the Precision Profile for EGR1™ (Table 4), capable of distinguishing between subjects afflicted with Stage 1 or Stage 2 lung cancer and normal subjects, with a discrimination line overlaid onto the graph as an example of the Index Function evaluated at a particular logit value. Values above and to the left of the line represent subjects predicted to be in the normal population. Values below and to the right of the line represent subjects predicted to be in the Stage 1 or 2 lung cancer population. EGR1 values are plotted along the Y-axis, SRC values are plotted along the X-axis.

FIG. 14 is a graphical representation of a 2-gene model, EGR1 and NAB2, based on the Precision Profile for EGR1™ (Table 4), capable of distinguishing between subjects afflicted with Stage 3 lung cancer and normal subjects, with a discrimination line overlaid onto the graph as an example of the Index Function evaluated at a particular logit value. Values above and to the left of the line represent subjects predicted to be in the normal population. Values-below and to the rightof the line represent subjects predicted to be in the Stage 3 lung cancer population. EGR 1 values are plotted along the Y-axis, NAB2 values are plotted along the X-axis.

FIG. 15 is a graphical representation of a 2-gene model, EGR1 and NAB2, based on the Precision Profile for EGR1™ (Table 4), capable of distinguishing between subjects afflicted with lung cancer (all stages) and normal subjects, with a discrimination line overlaid onto the graph as an example of the Index Function evaluated at a particular logit value. Values above and to the left of the line represent subjects predicted to be in the normal population. Values below and to the right of the line represent subjects predicted to be in the lung cancer population. EGR1 values are plotted along the Y-axis, NAB2 values are plotted along the X-axis.

FIG. 16 is a graphical representation of a 2-gene model, CD59 and EGR1, based on the Cross-Cancer Precision Profile™ (Table 5), capable of distinguishing between subjects afflicted with Stage 1 or Stage 2 lung cancer and normal subjects, with a discrimination line overlaid onto the graph as an example of the Index Function evaluated at a particular logit value. Values to the right of the line represent subjects predicted to be in the normal population. Values to the left of the line represent subjects predicted to be in the Stage 1 or 2 lung cancer population CD59 values are plotted along the Y-axis, EGR1 values are plotted along the X-axis.

FIG. 17 is a graphical representation of a 2-gene model, CD97 and CTSD, based on the Cross-Cancer Precision Profile™ (Table 5), capable of distinguishing between subjects afflicted with Stage 3 lung cancer and normal subjects, with a discrimination line overlaid onto the graph as an example of the Index Function evaluated at a particular logit value. Values to the right of the line represent subjects predicted to be in the normal population. Values to the left of the line represent subjects predicted to be in the Stage 3 lung cancer population. CD79 values are plotted along the Y-axis, CTSD values are plotted along the X-axis.

FIG. 18 is a graphical representation of a 2-gene model, ANLN and EGR1, based on the Cross-Cancer Precision Profile™ (Table 5), capable of distinguishing between subjects afflicted with lung cancer (all stages) and normal subjects, with a discrimination line overlaid onto the graph as an example of the Index Function evaluated at a particular logit value. Values to the right of the line represent subjects predicted to be in the normal population. Values to the left of the line represent subjects predicted to be in the lung cancer population. ANLN values are plotted along the Y-axis, EGR1 values are plotted along the X-axis.

DETAILED DESCRIPTION OF SPECIFIC EMBODIMENTS

Definitions

The following terms shall have the meanings indicated unless the context otherwise requires:

“Accuracy” refers to the degree of conformity of a measured or calculated quantity (a test reported value) to its actual (or true) value. Clinical accuracy relates to the proportion of true outcomes (true positives (TP) or true negatives (TN)) versus misclassified outcomes (false positives (FP) or false negatives (FN)), and may be stated as a sensitivity, specificity, positive predictive values (PPV) or negative predictive values (NPV), or as a likelihood, odds ratio, among other measures.

“Algorithm” is a set of rules for describing a biological condition. The rule set may be defined exclusively algebraically but may also include alternative or multiple decision points requiring domain-specific knowledge, expert interpretation or other clinical indicators.

An “agent” is a “composition” or a “stimulus”, as those terms are defined herein, or a combination of a composition and a stimulus.

“Amplification” in the context of a quantitative RT-PCR assay is a function of the number of DNA replications that are required to provide a quantitative determination of its concentration. “Amplification” here refers to a degree of sensitivity and specificity of a quantitative assay technique. Accordingly, amplification provides a measurement of concentrations of constituents that is evaluated under conditions wherein the efficiency of amplification and therefore the degree of sensitivity and reproducibility for measuring all constituents is substantially similar.

A “baseline profile data set” is a set of values associated with constituents of a Gene Expression Panel (Precision Profile™) resulting from evaluation of a biological sample (or population or setof samples) under a desired biological condition that is used for mathematically normative purposes. The desired biological condition may be, for example, the condition of a subject (or population or set of subjects) before exposure to an agent or in the presence of an untreated disease or in the absence of a disease. Alternatively, or in addition, the desired biological condition may be health of a subject or a population or set of subjects. Alternatively, or in addition, the desired biological condition may be that associated with a population or set of subjects selected on the basis of at least one of age group, gender, ethnicity, geographic location, nutritional history, medical condition, clinical indicator, medication, physical activity, body mass, and environmental exposure.

A “biological condition” of a subject is the condition of the subject in a pertinent realm that is under observation, and such realm may include any aspect of the subject capable of being monitored for change in condition, such as health; disease including cancer; trauma; aging; infection; tissue degeneration; developmental steps; physical fitness; obesity, and mood. As can be seen, a condition in this context may be chronic or acute or simply transient. Moreover, a targeted biological condition may be manifest throughout the organism or population of cells or may be restricted to a specific organ (such as skin, heart, eye or blood), but in either case, the condition may be monitored directly by a sample of the affected population of cells or indirectly by a sample derived elsewhere from the subject. The term “biological condition” includes a “physiological condition”.

“Body fluid” of a subject includes blood, urine, spinal fluid, lymph, mucosal secretions, prostatic fluid, semen, haemolymph or any other body fluid known in the art for a subject. “Calibrated profile data set” is a function of a member of a first profile data set and a corresponding member of a baseline profile data set for a given constituent in a panel.

A “circulating endothelial cell” (“CEC”) is an endothelial cell from the inner wall of blood vessels which sheds into the bloodstream under certain circumstances, including-inflammation, and contributes to the formation of new vasculature associated with cancer pathogenesis. CECs may be useful as a marker of tumor progression and/or response to antiangiogenic therapy.

A “circulating tumor cell” (“CTC”) is a tumor cell of epithelial origin which is shed from the primary tumor upon metastasis, and enters the circulation. The number of circulating tumor cells in peripheral blood is associated with prognosis in patients with metastatic cancer. These cells can be separated and quantified using immunologic methods that detect epithelial cells.

A “clinical indicator” is any physiological datum used alone or in conjunction with other data in evaluating the physiological condition of a collection of cells or of an organism. This term includes pre-clinical indicators.

“Clinical parameters” encompasses all non-sample or non-Precision Profiles™ of a subject's health status or other characteristics, such as, without limitation, age (AGE), ethnicity (RACE), gender (SEX), and family history of cancer.

A “composition” includes a chemical compound, a nutraceutical, a pharmaceutical, a homeopathic formulation, an allopathic formulation, a naturopathic formulation, a combination of compounds, a toxin, a food, a food supplement, a mineral, and a complex mixture of substances, in any physical state or in a combination of physical states.

To “derive” a profile data set from a sample includes determining a set of values associated with constituents of a Gene Expression Panel (Precision Profile™) either (i) by direct measurement of such constituents in a biological sample.

“Distinct RNA or protein constituent” in a panel of constituents is a distinct expressed product of a gene, whether RNA or protein. An “expression” product of a gene includes the gene product whether RNA or protein resulting from translation of the messenger RNA.

“FN” is false negative, which for a disease state test means classifying a disease subject incorrectly as non-disease or normal.

“FP” is false positive, which for a disease state test means classifying a normal subject incorrectly as having disease.

A “formula,” “algorithm,” or “model” is any mathematical equation, algorithmic, analytical or programmed process, statistical technique, or comparison, that takes one or more continuous or categorical inputs (herein called “parameters”) and calculates an output value, sometimes referred to as an “index” or “index value.” Non-limiting examples of ‘formulas” include comparisons to reference values or profiles, sums, ratios, and regression operators, such as coefficients or exponents, value transformations and normalizations (including, without limitation; those normalization schemes based on clinical parameters, such as gender, age, or ethnicity), rules and guidelines, statistical classification models, and neural networks trained on historical populations. Of particular use in combining constituents of a Gene Expression Panel (Precision Profile™) are linear and non-linear equations and statistical significance and classification analyses to determine the relationship between levels of constituents of a Gene Expression Panel (Precision Profile™) detected in a subject sample and the subject's risk of lung cancer. In panel and combination construction, of particular interest are structural and synactic statistical classification algorithms, and methods of risk index construction, utilizing pattern recognition features, including, without limitation, such established techniques such as cross-correlation, Principal Components Analysis (PCA), factor rotation, Logistic Regression Analysis (LogReg), Kolmogorov Smirnoff tests (KS), Linear Discriminant Analysis (LDA), Eigengene Linear Discriminant Analysis (ELDA), Support Vector Machines (SVM), Random Forest (RF), Recursive Partitioning Tree (RPART), as well as other related decision tree classification techniques (CART, LART, LARTree, FlexTree, amongst others), Shrunken Centroids (SC), StepAIC, K-means, Kth-Nearest Neighbor, Boosting, Decision Trees, Neural Networks, Bayesian Networks, Support Vector Machines, and Hidden Markov Models, among others. Other techniques may be used in survival and time to event hazard analysis, including Cox, Weibull, Kaplan-Meier and Greenwood models well known to those of skill in the art. Many of these techniques are useful either combined with a consituentes of a Gene Expression Panel (Precision Profile™) selection technique, such as forward selection, backwards selection, or stepwise selection, complete enumeration of all potential panels of a given size, genetic algorithms, voting and committee methods, or they may themselves include biomarker selection methodologies in their own technique. These may be coupled with information criteria, such as Akaike's Information Criterion (AIC) or Bayes Information Criterion (BIC), in order to quantify the tradeoff between additional biomarkers and model improvement, and to aid in minimizing overfit. The resulting predictive models may be validated in other clinical studies, or cross-validated within the study they were originally trained in, using such techniques as Bootstrap, Leave-One-Out (LOO) and 10-Fold cross-validation (10-Fold CV). At various steps, false discovery rates (FDR) may be estimated by value permutation according to techniques known in the art.

A “Gene Expression Panel” (Precision Profile™) is an experimentally verified set of constituents, each constituent being a distinct expressed product of a gene, whether RNA or protein, wherein constituents of the set are selected so that their measurement provides a measurement of a targeted biological condition.

A “Gene Expression Profile™is a set of values associated with constituents of a Gene Expression Panel (Precision Profile™) resulting from evaluation of a biological sample (or population or set of samples).

A “Gene Expression Profile Inflammation Index” is the value of an index function that provides a mapping from an instance of a Gene Expression Profile into a single-valued measure of inflammatory condition.

A Gene Expression Profile Cancer Index” is the value of an index function that provides a mapping from an instance of a Gene Expression Profile into a single-valued measure of a cancerous condition.

The “health” of a subject includes mental, emotional, physical, spiritual, allopathic, naturopathic and homeopathic condition of the subject.

“Index” is an arithmetically or mathematically derived numerical characteristic developed for aid in simplifying or disclosing or informing the analysis of more complex quantitative information. A disease or population index may be determined by the application of a specific algorithm to a plurality of subjects or samples with a common biological condition.

“Inflammation” is used herein in the general medical sense of the word and may be an acute or chronic; simple or suppurative; localized or disseminated; cellular and tissue response initiated or sustained by any number of chemical, physical or biological agents or combination of agents.

“Inflammatory state” is used to indicate the relative biological condition of a subject resulting from inflammation, or characterizing the degree of inflammation.

A “large number” of data sets based on a common panel of genes is a number of data sets sufficiently large to permit a statistically significant conclusion to be drawn with respect to an instance of a data set based on the same panel.

“Lung cancer” is the growth of abnormal cells in the lungs, capable of invading and destroying other lung cells, and includes Stage 1, Stage 2 and Stage 3 lung cancer, small cell lung cancer, non-small cell lung cancer (squamous cell carcinoma, adenocarcinoma (e.g., bronchioloalveolar carcinoma and large-cell undifferentiated carcinoma), carcinoid tumors (typical and atypical), lymphomas of the lung, adenoid cystic carcinomas, hamartomas, lymphomas, sarcomas, and mesothelia.

“Negative predictive value” or “NPV” is calculated by TN/(TN+FN) or the true negative fraction of all negative test results. It also is inherently impacted by the prevalence of the disease and pre-test probability of the population intended to be tested. See, e.g., O'Marcaigh A S, Jacobson R M, “Estimating the Predictive Value of a Diagnostic Test, How to Prevent Misleading or Confusing Results,” Clin. Ped. 1993, 32(8): 485-491, which discusses specificity, sensitivity, and positive and negative predictive values of a test, e.g., a clinical diagnostic test. Often, for binary disease state classification approaches using a continuous diagnostic test measurement, the sensitivity and specificity is summarized by Receiver Operating Characteristics (ROC) curves according to Pepe et al., “Limitations of the Odds Ratio in Gauging the Performance of a Diagnostic, Prognostic, or Screening Marker,”. Am. J. Epidemiol 2004, 159 (9): 882-890, and summarized by the Area Under the Curve (AUC) or c-statistic, an indicator that allows representation of the sensitivity and specificity of a test, assay, or method over the entire range of test (or assay) cut points with just a single value. See also, e.g., Shultz, “Clinical Interpretation of Laboratory Procedures,” chapter 14 in Teitz, Fundamentals of Clinical Chemistry, Burtis and Ashwood (eds.), 4^(th) edition 1996, W.B. Saunders Company, pages 192-199; and Zweig et al., “ROC Curve Analysis: An Example Showing the Relationships Among Serum Lipid and Apolipoprotein Concentrations in Identifying Subjects with Coronory Artery Disease,” Clin. Chem., 1992, 38(8): 1425-1428. An alternative approach using likelihood functions, BIC, odds ratios, information theory, predictive values, calibration (including goodness-of-fit), and reclassification measurements is summarized according to Cook, “Use and Misuse of the Receiver Operating Characteristic Curve in Risk Prediction,” Circulation 2007, 115: 928-935.

A “normal” subject is a subject who is generally in good health, has not been diagnosed with lung cancer, is asymptomatic for lung cancer, and lacks the traditional laboratory risk factors for lung cancer.

A “normative” condition of a subject to whom a composition is to be administered means the condition of a subject before administration, even if the subject happens to be suffering from a disease.

A “panel” of genes is a set of genes including at least two constituents.

A “population of cells” refers to any group of cells wherein there is an underlying commonality or relationship between the members in the population of cells, including a group of cells taken from an organism or from a culture of cells or from a biopsy, for example.

“Positive predictive value” or “PPV” is calculated by TP/(TP+FP) or the true positive fraction of all positive test results. It is inherently impacted by the prevalence of the disease and pre-test probability of the population intended to be tested.

“Risk” in the context of the present invention, relates to the probability that an event will occur over a specific time period, and can mean a subject's “absolute” risk or “relative” risk. Absolute risk can be measured with reference to either actual observation post-measurement for the relevant time cohort, or with reference to index values developed from statistically valid historical cohorts that have been followed for the relevant time period. Relative risk refers to the ratio of absolute risks of a subject compared either to the absolute risks of lower risk cohorts, across population divisions (such as tertiles, quartiles, quintiles, or deciles, etc.) or an average population risk, which can vary by how clinical risk factors are assessed. Odds ratios, the proportion of positive events to negative events for a given test result, are also commonly used (odds are according to the formula p/(1−p) where p is the probability of event and (1−p) is the probability of no event) to no-conversion.

“Risk evaluation,” or “evaluation of risk” in the context of the present invention encompasses making a prediction of the probability, odds, or likelihood that an event or disease state may occur, and/or the rate of occurrence of the event or conversion from one disease state to another, i.e., from a normal condition to cancer or from cancer remission to cancer, or from primary cancer occurrence to occurrence of a cancer metastasis. Risk evaluation can also comprise prediction of future clinical parameters, traditional laboratory risk factor values, or other indices of cancer results, either in absolute or relative terms in reference to a previously measured population. Such differing use may require different consituentes of a Gene Expression Panel (Precision Profile^(r)) combinations and individualized panels, mathematical algorithms, and/or cut-off points, but be subject to the same aforementioned measurements of accuracy and performance for the respective intended use.

A “sample” from a subject may include a single cell or multiple cells or fragments of cells or an aliquot of body fluid, taken from the subject, by means including venipuncture, excretion, ejaculation, massage, biopsy, needle aspirate, lavage sample, scraping, surgical incision or intervention or other means known in the art. The sample is blood, urine, spinal.fluid, lymph, mucosal secretions, prostatic fluid, semen, haemolymph or any other body fluid known in the art for a subject. The sample is also a tissue sample. The sample is or contains a circulating endothelial cell or a circulating tumor cell.

“Sensitivity” is calculated by TP/(TP+FN) or the true positive fraction of disease subjects.

“Specificity” is calculated by TN/(TN+FP) or the true negative fraction of non-disease or normal subjects.

By “statistically significant”, it is meant that the alteration is greater than what might be expected to happen by chance alone (which could be a “false positive”). Statistical significance can be determined by any method known in the art. Commonly used measures of significance include the p-value, which presents the probability of obtaining a result at least as extreme as a given data point, assuming the data point was the result of chance alone. A result is often considered highly significant at a p-value of 0.05 or less and statistically significant at a p-value of 0.10 or less. Such p-values depend significantly on the power of the study performed.

A “set” or “population” of samples or subjects refers to a defined or selected group of samples or subjects wherein there is an underlying commonality or relationship between the members included in the set or population of samples or subjects.

A “Signature Profile™ is an experimentally verified subset of a Gene Expression Profile selected to discriminate a biological condition, agent or physiological mechanism of action.

A “Signature Panel” is a subset of a Gene Expression Panel (Precision Profile ™), the constituents of which are selected to permit discrimination of a biological condition, agent or physiological mechanism of action.

A “subject” is a cell, tissue, or organism, human or non-human, whether in vivo, ex vivo or in vitro, under observation. As used herein, reference to evaluating the biological condition of a subject based on a sample from the subject, includes using blood or other tissue sample from a human subject to evaluate the human subject's condition; it also includes, for example, using a blood sample itself as the subject to evaluate, for example, the effect of therapy or an agent upon the sample.

A “stimulus” includes (i) a monitored physical interaction with a subject, for example ultraviolet A or B, or light therapy for seasonal affective disorder, or treatment of psoriasis with psoralen or treatment of cancer with embedded radioactive seeds, other radiation exposure, and (ii) any monitored physical, mental, emotional, or spiritual activity or inactivity of a subject.

“Therapy” includes all interventions whether biological, chemical, physical, metaphysical, or combination of the foregoing, intended to sustain or alter the monitored biological condition of a subject.

“TN” is true negative, which for a disease state test means classifying a non-disease or normal subject correctly.

“TP” is true positive, which for a disease state test means correctly classifying a disease subject.

The PCT patent application publication number WO 01/25473, published Apr. 12, 2001, entitled “Systems and Methods for Characterizing a Biological Condition or Agent Using Calibrated

Gene Expression Profiles,” filed for an invention by inventors herein, and which is herein incorporated by reference, discloses the use of Gene Expression Panels (Precision Profiles™) for the evaluation of (i) biological condition (including with respect to health and disease) and (ii) the effect of one or more agents on biological condition (including with respect to health, toxicity, therapeutic treatment and drug interaction).

In particular, the Gene Expression Panels (Precision Profiles™) described herein may be used, without limitation, for measurement of the following: therapeutic efficacy of natural or synthetic compositions or stimuli that may be formulated individually or in combinations or mixtures for a range of targeted biological conditions; prediction of toxicological effects and dose effectiveness of a composition or mixture of compositions for an individual or for a population or set of individuals or for a population of cells; determination of how two or more different agents administered in a single treatment might interact so as to detect any of synergistic, additive, negative, neutral or toxic activity; performing pre-clinical and clinical trials by providing new criteria for pre-selecting subjects according to informative profile data sets for revealing disease status; and conducting preliminary dosage studies for these patients prior to conducting phase 1 or 2 trials. These Gene Expression Panels (Precision Profiles™) may be employed with respect to samples derived from subjects in order to evaluate their biological condition.

The present invention provides Gene Expression Panels (Precision Profiles™) for the evaluation or characterization of lung cancer and conditions related to lung cancer in a subject. In addition, the Gene Expression Panels described herein also provide for the evaluation of the effect of one or more agents for the treatment of lung cancer and conditions related to lung cancer.

The Gene Expression Panels (Precision Profiles™) are referred to herein as the Precision Profile™ for Lung Cancer, the Precision Profile™ for Inflammatory Response, the Human Cancer. General Precision Profile™, the Precision Profile™ for EGR1, and the Cross-Cancer Precision Profile™. The Precision Profile™ for Lung Cancer includes one or more genes, e.g., constituents, listed in Table 1, whose expression is associated with lung cancer or conditions related to lung cancer. The Precision Profile™ for Inflammatory Response includes one or more genes, e.g., constituents, listed in Table 2, whose expression is associated with inflammatory response and cancer. The Human Cancer General Precision Profile™ includes one or more genes, e.g., constituents, listed in Table 3, whose expression is associated generally with human cancer (including without limitation prostate, breast, ovarian, cervical, lung, colon, and skin cancer).

The Precision Profile™ for EGR1 includes one or more genes, e.g., constituents listed in Table 4, whose expression is associated with the role early growth response (EGR) gene family plays in human cancer. The Precision Profile™ for EGR1 is composed of members of the early growth response (EGR) family of zinc finger transcriptional regulators; EGR1, 2, 3 & 4 and their binding proteins; NAB1 & NAB2 which function to repress transcription induced by some members of the EGR family of transactivators. In addition to the early growth response genes, The Precision Profile™ for EGR1 includes genes involved in the regulation of immediate early gene expression, genes that are themselves regulated by members of the immediate early gene family (and EGR1 in particular) and genes whose products interact with EGR1, serving as co-activators of transcriptional regulation.

The Cross-Cancer Precision Profile™ includes one or more genes, e.g., constituents listed in Table 5, whose expression has been shown, by latent class modeling, to play a significant role across various types of cancer, including without limitation, prostate, breast, ovarian cervical, lung, colon, and skin cancer. Each gene of the Precision Profile™ for Lung Cancer, the Precision Profile™ for Inflammatory Response, the Human Cancer General Precision Profile™, the Precision Profile™ for EGR1, and the Cross-Cancer Precision Profile™ is referred to herein as a lung cancer associated gene or a lung cancer associated constituent. In addition to the genes listed in the Precision Profiles™ herein, lung cancer associated genes or lung cancer associated constituents include oncogenes, tumor suppression genes, tumor progression genes, angiogenesis genes, and lymphogenesis genes.

The present invention also provides a method for monitoring and determining the efficacy of immunotherapy, using the Gene Expression Panels (Precision Profiles™) described herein. Immunotherapy target genes include, without limitation, TNFRSF10A, TMPRSS2, SPARC, ALOX5, PTPRC, PDGFA, PDGFB, BCL2, BAD, BAK1, BAG2, KIT, MUC1, ADAM17, CD19, CD4, CD40LG, CD86, CCR5, CTLA4, HSPA1A, IFNG, IL23A, PTGS2, TLR2, TGFB1, TNF, TNFRSF13B, TNFRSF10B, VEGF, MYC, AURKA , BAX, CDH1, CASP2, CD22, IGF1R, ITGA5, ITGAV, ITGB1, ITGB3, IL6R, JAK1, JAK2, JAK3, MAP3K1, PDGFRA, COX2, PSCA, THBS1, THBS2, TYMS, TLR1, TLR3, TLR6, TLR7, TLR9, TNFSF10, TNFSF13B, TNFRSF17, TP53, ABL1, ABL2, AKT1, KRAS , BRAF, RAF1, ERBB4, ERBB2, ERBB3, AKT2, EGFR, 1L12 and IL15. For example, the present invention provides a method for monitoring and determining the efficacy of immunotherapy by monitoring the immunotherapy associated genes, i.e., constituents, listed in Table 6.

It has been discovered that valuable and unexpected results may be achieved when the quantitative measurement of constituents is performed under repeatable conditions (within a degree of repeatability of measurement of better than twenty percent, preferably ten percent or better, more preferably five percent or better, and more preferably three percent or better). For the purposes of this description and the following claims, a degree of repeatability of measurement of better than twenty percent may be used as providing measurement conditions that are “substantially repeatable”. In particular, it is desirable that each time a measurement is obtained corresponding to the level of expression of a constituent in a particular sample, substantially the same measurement should result for substantially the same level of expression. In this manner, expression levels for a constituent in a Gene Expression Panel (Precision Profile™) may be meaningfully compared from sample to sample. Even if the expression level measurements for a particular constituent are inaccurate (for example, say, 30% too low), the criterion of repeatability means that all measurements for this constituent, if skewed, will nevertheless be skewed systematically, and therefore measurements of expression level of the constituent may be compared meaningfully. In this fashion valuable information may be obtained and compared concerning expression of the constituent under varied circumstances.

In addition to the criterion of repeatability, it is desirable that a second criterion also be satisfied, namely that quantitative measurement of constituents is performed under conditions wherein efficiencies of amplification for all constituents are substantially similar as defined herein. When both of these criteria are satisfied, then measurement of the expression level of one constituent may be meaningfully compared with measurement of the expression level of another constituent in a given sample and from sample to sample.

The evaluation or characterization of lung cancer is defined to be diagnosing lung cancer, assessing the presence or absence of lung cancer, assessing the risk of developing lung cancer or assessing the prognosis of a subject with lung cancer, assessing the recurrence of lung cancer or assessing the presence or absence of a metastasis. Similarly, the evaluation or characterization of an agent for treatment of lung cancer includes identifying agents suitable for the treatment of lung cancer. The agents can be compounds known to treat lung cancer or compounds that have not been shown to treat lung cancer.

The agent to be evaluated or characterized for the treatment of lung cancer may be an alkylating agent (e.g., Cisplatin, Carboplatin, Oxaliplatin, BBR3464, Chlorambucil, Chlormethine, Cyclophosphamides, Ifosmade, Melphalan, Carmustine, Fotemustine, Lomustine, Streptozocin, Busulfan, Dacarbazine, Mechlorethamine, Procarbazine, Temozolomide, ThioTPA, and Uramustine); an anti-metabolite (e.g., purine (azathioprine, mercaptopurine), pyrimidine (Capecitabine, Cytarabine, Fluorouracil, Gemcitabine), and folic acid (Methotrexate, Pemetrexed, Raltitrexed)); a vinca alkaloid (e.g., Vincristine, Vinblastine, Vinorelbine, Vindesine); a taxane (e.g., paclitaxel, docetaxel, BMS-247550); an anthracycline (e.g., Daunorubicin, Doxorubicin, Epirubicin, Idarubicin, Mitoxantrone, Valrubicin, Bleomycin, Hydroxyurea, and Mitomycin); a topoisomerase inhibitor (e.g., Topotecan, Irinotecan Etoposide, and Teniposide); a monoclonal antibody (e.g., Alemtuzumab, Bevacizumab, Cetuximab, Gemtuzumab, Panitumumab, Rituximab, and Trastuzumab); a photosensitizer (e.g., Aminolevulinic acid, Methyl aminolevulinate, Porfimer sodium, and Verteporfin); a tyrosine kinase inhibitor (e.g., Gleevec™); an epidermal growth factor receptor inhibitor (e.g., Iressa™, erlotinib (Tarceva™), gefitinib); an FPTase inhibitor (e.g., FTIs (R115777, SCH66336, L-778,123)); a KDR inhibitor (e.g., SU6668, PTK787); a proteosome inhibitor (e.g., PS341); a TS/DNA synthesis inhibitor (e.g., ZD9331, Raltirexed (ZD1694, Tomudex), ZD9331, 5-FU)); an S-adenosyl-methionine decarboxylase inhibitor (e.g., SAM468A); a DNA methylating agent (e.g., TMZ); a DNA binding agent (e.g., PZA); an agent which binds and inactivates O⁶-alkylguanine AGT (e.g., BG); a c-raf-1 antisense oligo-deoxynucleotide (e.g., ISIS-5132 (CGP-69846A)); tumor immunotherapy (see Table 6); a steroidal and/or non-steroidal anti-inflammatory agent (e.g., corticosteroids, COX-2 inhibitors); or other agents such as Alitretinoin, Altretamine, Amsacrine, Anagrelide, Arsenic trioxide, Asparaginase, Bexarotene, Bortezomib, Celecoxib, Dasatinib, Denileukin Diftitox, Estramustine, Hydroxycarbamide, Imatinib, Pentostatin, Masoprocol, Mitotane, Pegaspargase, and Tretinoin.

Lung cancer and conditions related to lung cancer is evaluated by determining the level of expression (e.g., a quantitative measure) of an effective number (e.g., one or more) of constituents of a Gene Expression Panel (Precision Profile™) disclosed herein (i.e., Tables 1-5). By an effective number is meant the number of constituents that need to be measured in order to discriminate between a normal subject and a subject having lung cancer. Preferably the constituents are selected as to discriminate between a normal subject and a subject having lung cancer with at least 75% accuracy, more preferably 80%, 85%, 90%, 95%, 97%, 98%, 99% or greater accuracy.

The level of expression is determined by any means known in the art, such as for example quantitative PCR. The measurement is obtained under conditions that are substantially repeatable. Optionally, the qualitative measure of the constituent is compared to a reference or baseline level or value (e.g. a baseline profile set). In one embodiment, the reference or baseline level is level of expression of one or more constituents in one or more subjects known not to be suffering from lung cancer (e.g., normal, healthy individual(s)). Alternatively, the reference or baseline level is derived from the level of expression of one or more constituents in one or more subjects known to be suffering from lung cancer. Optionally, the baseline level is derived from the same subject from which the first measure is derived. For example, the baseline is taken from a subject prior to receiving treatment or surgery for lung cancer, or at different time periods during a course of treatment. Such methods allow for the evaluation of a particular treatment for a selected individual. Comparison can be performed on test (e.g., patient) and reference samples (e.g., baseline) measured concurrently or at temporally distinct times. An example of the latter is the use of compiled expression information, e.g., a gene expression database, which assembles information about expression levels of cancer associated genes.

A reference or baseline level or value as used herein can be used interchangeably and is meant to be relative to a number or value derived from population studies, including without limitation, such subjects having similar age range, subjects in the same or similar ethnic group, sex, or, in female subjects, pre-menopausal or post-menopausal subjects, or relative to the starting sample of a subject undergoing treatment for lung cancer. Such reference values can be derived from statistical analyses and/or risk prediction data of populations obtained from mathematical algorithms and computed indices of lung cancer. Reference indices can also be constructed and used using algorithms and other methods of statistical and structural classification.

In one embodiment of the present invention, the reference or baseline value is the amount of expression of a cancer associated gene in a control sample derived from one or more subjects who are both asymptomatic and lack traditional laboratory risk factors for lung cancer.

In another embodiment of the present invention, the reference or baseline value is the level of cancer associated genes in a control sample derived from one or more subjects who are not at risk or at low risk for developing lung cancer.

In a further embodiment, such subjects are monitored and/or periodically retested for a diagnostically relevant period of time (“longitudinal studies”) following such test to verify continued absence from lung cancer (disease or event free survival). Such period of time may be one year, two years, two to five years, five years, five to ten years, ten years, or ten or more years from the initial testing date for determination of the reference or baseline value. Furthermore, retrospective measurement of cancer associated genes in properly banked historical subject samples may be used in establishing these reference or baseline values, thus shortening the study time required, presuming the subjects have been appropriately followed during the intervening period through the intended horizon of the product claim.

A reference or baseline value can also comprise the amounts of cancer associated genes derived from subjects who show an improvement in cancer status as a result of treatments and/or therapies for the cancer being treated and/or evaluated.

In another embodiment, the reference or baseline value is an index value or a baseline value. An index value or baseline value is a composite sample of an effective amount of cancer associated genes from.one or more subjects who do not have cancer.

For example, where the reference or baseline level is comprised of the amounts of cancer associated genes derived from one or more subjects who have not been diagnosed with lung cancer, or are not known to be suffereing from lung cancer, a change (e.g., increase or decrease) in the expression level of a cancer associated gene in the patient-derived sample as compared to the expression level of such gene in the reference or baseline level indicates that the subject is suffering from or is at risk of developing lung cancer. In contrast, when the methods are applied prophylacticly, a similar level of expression in the patient-derived sample of a lung cancer associated gene compared to such gene in the baseline level indicates that the subject is not suffering from or is at risk of developing lung cancer.

Where the reference or baseline level is comprised of the amounts of cancer associated genes. derived from one or more subjects who have been diagnosed with lung cancer, or are known to be suffereing from lung cancer, a similarity in the expression pattern in the patient-derived sample of a lung cancer gene compared to the lung cancer baseline level indicates that the subject is suffering from or is at risk of developing lung cancer.

Expression of a lung cancer gene also allows for the course of treatment of lung cancer to be monitored. In this method, a biological sample is provided from a subject undergoing treatment, e.g., if desired, biological samples are obtained from the subject at various time points before, during, or after treatment. Expression of a lung cancer gene is then determined and compared to a reference or baseline profile. The baseline profile may be taken or derived from one or more individuals who have been exposed to the treatment. Alternatively, the baseline level may be taken or derived from one or more individuals who have not been exposed to the treatment. For example, samples may be collected from subjects who have received initial treatment for lung cancer and subsequent treatment for lung cancer to monitor the progress of the treatment.

Differences in the genetic makeup of individuals can result in differences in their relative abilities to metabolize various drugs. Accordingly, the Precision Profile™ for Lung Cancer (Table 1), the Precision Profile™ for Inflammatory Response (Table 2), the Human Cancer General Precision Profile™ (Table 3), the Precision Profile™ for EGR1 (Table 4), and the Cross-Cancer Precision Profile™ (Table 5) disclosed herein, allow for a putative therapeutic or prophylactic to be tested from a selected subject in order to determine if the agent is suitable for treating or preventing lung cancer in the subject. Additionally, other genes known to be associated with toxicity may be used. By suitable for treatment is meant determining whether the agent will be efficacious, not efficacious, or toxic for a particular individual. By toxic it is meant that the manifestations of one or more adverse effects of a drug when administered therapeutically. For example, a drug is toxic when it disrupts one or more normal physiological pathways.

To identify a therapeutic that is appropriate for a specific subject, a test sample from the subject is exposed to a candidate therapeutic agent, and the expression of one or more of lung cancer genes is determined. A subject sample is incubated in the presence of a candidate agent and the pattern of lung cancer gene expression in the test sample is measured and compared to a baseline profile, e.g., a lung cancer baseline profile or a non-lung cancer baseline profile or an index value. The test agent can be any compound or composition. For example, the test agent is a compound known to be useful in the treatment of lung cancer. Alternatively, the test agent is a compound that has not previously been used to treat lung cancer.

If the reference sample, e.g., baseline is from a subject that does not have lung cancer a similarity in the pattern of expression of lung cancer genes in the test sample compared to the reference sample indicates that the treatment is efficacious. Whereas a change in the pattern of expression of lung cancer genes in the test sample compared to the reference sample indicates a less favorable clinical outcome or prognosis. By “efficacious” is meant that the treatment leads to a decrease of a sign or symptom of lung cancer in the subject or a change in the pattern of expression of a lung cancer gene such that the gene expression pattern has an increase in similarity to that of a reference or baseline pattern. Assessment of lung cancer is made using standard clinical protocols. Efficacy is determined in association with any known method for diagnosing or treating lung cancer.

A Gene Expression Panel (Precision Profile™) is selected in a manner so that quantitative measurement of RNA or protein constituents in the Panel constitutes a measurement of a biological condition of a subject. In one kind of arrangement, a calibrated profile data set is employed. Each member of the calibrated profile data set is a function of (i) a measure of a distinct constituent of a Gene Expression Panel (Precision Profile™) and (ii) a baseline quantity.

Additional embodiments relate to the use of an index or algorithm resulting from quantitative measurement of constituents, and optionally in addition, derived from either expert analysis or computational biology (a) in the analysis of complex data sets; (b) to control or normalize the influence of uninformative or otherwise minor variances in gene expression values between samples or subjects; (c) to simplify the characterization of a complex data set for comparison to other complex data sets, databases or indices or algorithms derived from complex data sets; (d) to monitor a biological condition of a subject; (e) for measurement of therapeutic efficacy of natural or synthetic compositions or stimuli that may be formulated individually or in combinations or mixtures for a range of targeted biological conditions; (f) for predictions of toxicological effects and dose effectiveness of a composition or mixture of compositions for an individual or for a population or set of individuals or for a population of cells; (g) for determination of how two or more different agents administered in a single treatment might interact so as to detect any of synergistic, additive, negative, neutral of toxic activity (h) for performing pre-clinical and clinical trials by providing new criteria for pre-selecting subjects according to informative profile data sets for revealing disease status and conducting preliminary dosage studies for these patients prior to conducting Phase 1 or 2 trials.

Gene expression profiling and the use of index characterization for a particular condition or agent or both may be used to reduce the cost of Phase 3 clinical trials and may be used beyond Phase 3 trials; labeling for approved drugs; selection of suitable medication in a class of medications for a particular patient that is directed to their unique physiology; diagnosing or determining a prognosis of a medical condition or an infection which may precede onset of symptoms or alternatively diagnosing adverse side effects associated with administration of a therapeutic agent; managing the health care of a patient; and quality control for different batches of an agent or a mixture of agents.

The Subject

The methods disclosed herein may be applied to cells of humans, mammals or other organisms without the need for undue experimentation by one of ordinary skill in the art because all cells transcribe RNA and it is known in the art how to extract RNA from all types of cells.

A subject can include those who have not been previously diagnosed as having lung cancer or a condition related to lung cancer. Alternatively, a subject can also include those who have already been diagnosed as having lung cancer or a condition related to lung cancer. Diagnosis of lung cancer is made, for example, from any one or combination of the following procedures: a medical history, physical exam, blood counts and blood chemistry, and screening and tissue sampling procedures such as sputum cytology, CT guided needle biopsy, bronchoscopy, endobronchial ultrasound, endoscopic esophageal ultrasound, mediastinoscopy, mediastinotomy, thoracentesis, and thorascopy.

Optionally, the subject has been previously treated with a surgical procedure for removing lung cancer or a condition related to lung cancer, including but not limited to any one or combination of the following treatments: lobectomy (removal of a lobe of the lung), pneumonectomy (removal of the entire lung), segmentectomy resection (removing part of a lobe), video assisted thoracic surgery, craniotomy, and pleurodesis. Optionally, the subject has previously been treated with any one or combination of the following therapeutic treatments: radiation therapy (e.g., external beam radiation therapy, brachytherapy and “gamma knife”), alone, in combination, or in succession with chemotherapy (e.g., cisplatin or carboplatin is combined with etoposide; cisplatin or carboplatin combined with gemcitabine, paclitaxel, docetaxel, etoposide, or vinorelbine; cyclophosphamide, doxorubicin, vincristine, gemcitabine, paclitaxel, vinorelbine, topotecan, irinotecan), alone, in combination or in succession with with targeted therapy (e.g., gefitinib (Iressan, erlotinib (Tarceva™) and bevacizumab (Avastin™). Optionally, radiation therapy, chemotherapy, and/or targeted therapy may be alone, in combination, or in succession with a surgical procedure for removing lung cancer. Optionally, the subject may be treated with any of the agents previously described; alone, or in combination with a surgical procedure for removing lung cancer and/or radiation therapy as previously described.

A subject can also include those who are suffering from, or at risk of developing lung cancer or a condition related to lung cancer, such as those who exhibit known risk factors for lung cancer or conditions related to lung cancer. Known risk factors for lung cancer include, but are not limited to: smoking, including cigarette, cigar, pipe, marijuana, and hookah smoke; second hand smoke; age (increased risk in the elderly population over age 65); genetic predisposition; exposure to high levels of arsenic in drinking water, asbestos fibers, and/or long term radon contamination (each more pronounced in smokers); cancer causing agents in the workplace (e.g., radioactive ores, inhaled chemicals or minerals (e.g., arsenic, berrylium, vinyl chloride, nickel chromates, coal products, mustard gas, chloromethyl ethers, fuels such as gasoline, and diesel exhaust)); prior radiation therapy to the lungs; personal and family history of lung cancer; diet low in fruits and vegetables (more pronounced in smokers); and air pollution.

Selecting Constituents of a Gene Expression Panel (Precision Profile™)

The general approach to selecting constituents of a Gene Expression Panel (Precision Profile™) has been described in PCT application publication number WO 01/25473, incorporated herein in its entirety. A wide range of Gene Expression Panels (Precision Profiles™) have been designed and experimentally validated, each panel providing a quantitative measure of biological condition that is derived from a sample of blood or other tissue. For each panel, experiments have verified that a Gene Expression Profile using the panel's constituents is informative of a biological condition. (It has also been demonstrated that in being informative of biological condition, the Gene Expression Profile is used, among other things, to measure the effectiveness of therapy, as well as to provide a target for therapeutic intervention).

In addition to the the Precision Profile™ for Lung Cancer (Table 1), the Precision Profile™ for Inflammatory Response (Table 2), the Human Cancer General Precision Profile™ (Table 3), the Precision Profile™ for EGR1 (Table 4), and the Cross-Cancer Precision Profile™ (Table 5), include relevant genes which may be selected for a given Precision Profiles™, such as the Precision Profiles™ demonstrated herein to be useful in the evaluation of lung cancer and conditions related to lung cancer.

Inflammation and Cancer

Evidence has shown that cancer in adults arises frequently in the setting of chronic inflammation. Epidemiological and experimental studies provide stong support for the concept that inflammation facilitates malignant growth. Inflammatory components have been shown to 1) induce DNA damage, which contributes to genetic instability (e.g., cell mutation) and transformed cell proliferation (Balkwill and Mantovani, Lancet 357:539-545 (2001)); 2) promote angiogenesis, thereby enhancing tumor growth and invasiveness (Coussens L. M. and Z. Werb, Nature 429:860-867 (2002)); and 3) impair myelopoiesis and hemopoiesis, which cause immune dysfunction and inhibit immune surveillance (Kusmartsev and Gabrilovic, Cancer Immunol. Immunother. 51:293-298 (2002); Serafini et al., Cancer Immunol. Immunther. 53:64-72 (2004)).

Studies suggest that inflammation promotes malignancy via proinflammatory cytokines, including but not limited to IL-1β, which enhance immune suppression through the induction of myeloid suppressor cells, and that these cells down regulate immune surveillance and allow the outgrowth and proliferation of malignant cells by inhibiting the activation and/or function of tumor-specific lymphocytes. (Bunt et al., J. Immunol. 176: 284-290 (2006). Such studies are consistent with findings that myeloid suppressor cells are found in many cancer patients, including lung and breast cancer, and that chronic inflammation in some of these malignancies may enhance malignant growth (Coussens L M. and Z. Werb, 2002).

Additionally, many cancers express an extensive repertoire of chemokines and chemokine receptors, and may be characterized by dis-regulated production of chemokines and abnormal chemokine receptor signaling and expression. Tumor-associated chemokines are thought to play several roles in the biology of primary and metastatic cancer such as: control of leukocyte infiltration into the tumor, manipulation of the tumor immune response, regulation of angiogenesis, autocrine or paracrine growth and survival factors, and control of the movement of the cancer cells. Thus, these activities likely contribute to growth within/outside the tumor microenvironment and to stimulate anti-tumor host responses.

As tumors progress, it is common to observe immune deficits not only within cells in the tumor microenvironment but also frequently in the systemic circulation. Whole blood contains representative populations of all the mature cells of the immune system as well as secretory proteins associated with cellular communications. The earliest observable changes of cellular immune activity are altered levels of gene expression within the various immune cell types. Immune responses are now understood to be a rich, highly complex tapestry of cell-cell signaling events driven by associated pathways and cascades all involving modified activities of gene transcription. This highly interrelated system of cell response is immediately activated upon any immune challenge, including the events surrounding host response to lung cancer and treatment. Modified gene expression precedes the release of cytokines and other immunologically important signaling elements.

As such, inflammation genes, such as the genes listed in the Precision Profile™ for Inflammatory Response (Table 2) are useful for distinguishing between subjects suffering from lung cancer and normal subjects, in addition to the other gene panels, i.e., Precision Profiles™, described herein.

Early Growth Response Gene Family and Cancer

The early growth response (EGR) genes are rapidly induced following mitogenic stimulation in diverse cell types, including fibroblasts, epithelial cells and B lymphocytes. The EGR genes are members of the broader “Immediate Early Gene” (MG) family, whose genes are activated in the first round of response to extracellular signals such as growth factors and neurotransmitters, prior to new protein synthesis. The IEG's are well known as early regulators of cell growth and differentiation signals, in addition to playing a role in other cellular processes. Some other well characterized members of the IEG family include the c-myc, c-fos and c-jun oncogenes. Many of the immediate early gene products function as transcription factors and DNA-binding proteins, though other IEG's also include secreted proteins, cytoskeletal proteins and receptor subunits. EGR1 expression is induced by a wide variety of stimuli. It is rapidly induced by mitogens such as platelet derived growth factor (PDGF), fibroblast growth factor (FGF), and epidermal growth factor (EGF), as well as by modified lipoproteins, shear/mechanical stresses, and free radicals. Interestingly, expression of the EGR1 gene is also regulated by the oncogenes v-raf, v-fps and v-sic as demonstrated in transfection analysis of cells using promoter-reporter constructs. This regulation is mediated by the serum response elements (SREs) present within the EGR1 promoter region. It has also been demonstrated that hypoxia, which occurs during development of cancers, induces EGR1 expression. EGR1 subsequently enhances the expression of endogenous EGFR, which plays an important role in cell growth (over-expression of EGFR can lead to transformation). Finally, EGR1 has also been shown to be induced by Smad3, a signaling component of the TGFB pathway.

In its role as a transcriptional regulator, the EGR1 protein binds specifically to the G+C rich EGR consensus sequence present within the promoter region of genes activated by EGR1. EGR1 also interacts with additional proteins (CREBBP/EP300) which co-regulate transcription of EGR1 activated genes. Many of the genes activated by EGR1 also stimulate the expression of EGR1, creating a positive feedback loop. Genes regulated by EGR1 include the mitogens: platelet derived growth factor (PDGFA), fibroblast growth factor (FGF), and epidermal growth factor (EGF) in addition to TNF, IL2, PLAU, ICAM1, TP53, ALOX5, PTEN, FN1 and TGFB1.

As such, early growth response genes, or genes associated therewith, such as the genes listed in the Precision Profile™ for EGR1 (Table 4) are useful for distinguishing between subjects suffering from lung cancer and normal subjects, in addition to the other gene panels, i.e., Precision Profiles™, described herein.

In general, panels may be constructed and experimentally validated by one of ordinary skill the art in accordance with the principles articulated in the present application.

Gene Expression Profiles Based on Gene Expression Panels of the Present Invention

Tables 1A-1I were derived from a study of the gene expression patterns described in Example 3 below. Tables 1A, 1D, and 1G describe all 1 and 2-gene logistic regression models based on genes from the Precision Profile™ for Lung Cancer (Table 1) which are capable of distinguishing between subjects suffering from lung cancer and normal subjects with at least 75% accuracy. For example, the first row of Table 1A, describes a 2-gene model, EGR1 and HOXA5, capable of correctly classifying stage 1/stage 2 lung cancer-afflicted subjects with 94.7% accuracy, and normal subjects with 94% accuracy. The first row of Table 1D describes a 2-gene model, CCND1 and EGR1, capable of correctly classifying stage 3 lung cancer-afflicted subjects with 93.3% accuracy, and normal subjects with 90% accuracy. The first row of Table 10 describes a 2-gene model, EGR1 and ERBB2, capable of classifying lung cancer-afflicted subjects (all stages) with 89.8% accuracy, and normal subjects with 88% accuracy.

Tables 2A-2I were derived from a study of the gene expression patterns described in Example 4 below. Tables 2A, 2D and 2G describe all 1 and 2-gene logistic regression models based on genes from the Precision Profile™ for Inflammatory Response (Table 2), which are capable of distinguishing between subjects suffering from lung cancer and normal subjects with at least 75% accuracy. For example, the first row of Table 2A, describes a 2-gene model, ELA2 and IL10, capable of correctly classifying stage 1/stage 2 lung cancer-afflicted subjects with 89.5% accuracy, and normal subjects with 86% accuracy. The first row of Table 2D describes a 2-gene model, EGR1 and TNFRSF13B, capable of correctly classifying stage 3 lung cancer-afflicted subjects with 93.3% accuracy, and normal subjects with 92% accuracy. The first row of Table 2G describes a 2-gene model, EGR1 and IL10, capable of classifying lung cancer-afflicted subjects (all stages) with 91.8% accuracy, and normal subjects with 92% accuracy.

Tables 3A-3I were derived from a study of the gene expression patterns described in Example 5 below. Tables 3A, 3D and 3G describe all 1 and 2-gene logistic regression models based on genes from the Human Cancer General Precision Profile™ (Table 3), which are capable of distinguishing between subjects suffering from lung cancer and normal subjects with at least 75% accuracy. For example, the first row of Table 3A, describes a 2-gene model, EGR1 and IFNG, capable of correctly classifying stage 1/stage 2 lung cancer-afflicted subjects with 94.7% accuracy, and normal subjects with 94% accuracy. The first row of Table 3D describes a 2-gene model, EGR1 and IFNG, capable of correctly classifying stage 3 lung cancer-afflicted subjects with 93.3% accuracy, and normal subjects with 96% accuracy. The first row of Table 3G describes a 2-gene model, EGR1 and IFNG, capable of classifying lung cancer-afflicted subjects (all stages) with 95.9% accuracy, and normal subjects with 94% accuracy.

Tables 4A-4I were derived from a study of the gene expression patterns described in Example 6 below. Tables 4A, 4D and 4G describe all 1 and 2-gene logistic regression models based on genes from the Precision Profile™ for EGR1 (Table 4), which are capable of distinguishing between subjects suffering from lung cancer and normal subjects with at least 75% accuracy. For example, the first row of Table 4A, describes a 2-gene model, EGR1 and SRC, capable of correctly classifying stage 1/stage 2 lung cancer-afflicted subjects with 89.5% accuracy, and normal subjects with 92% accuracy. The first row of Table 4D describes a 2-gene model, EGR1 and NAB2, capable of correctly classifying stage 3 lung cancer-afflicted subjects with 90% accuracy, and normal subjects with 96% accuracy. The first row of Table 4G describes a 2-gene model, EGR1 and NAB2, capable of classifying lung cancer-afflicted subjects (all stages) with 87.8% accuracy, and normal subjects with 88% accuracy.

Tables 5A-5I were derived from a study of the gene expression patterns described in Example 7 below. Tables 5A, SD, and 5G describe all 1 and 2-gene logistic, regression models based on genes from the Cross-Cancer Precision Profile™ (Table 5), which are capable of distinguishing between subjects suffering from lung cancer and normal subjects with at least 75% accuracy. For example, the first row of Table 5A, describes a 2-gene model, CD59 and EGR1, capable of correctly classifying stage 1/stage 2 lung cancer-afflicted subjects with 89.5% accuracy, and normal subjects with 96% accuracy. The first row of Table 5D describes a 2-gene model, CD97 and CTSD, capable of correctly classifying stage 3 lung cancer-afflicted subjects with 93.3% accuracy, and normal subjects with 93.5% accuracy. The first row of Table 5G describes a 2-gene model, ANLN and EGR1, capable of classifying lung cancer-afflicted subjects (all stages) with 91.8% accuracy, and normal subjects with 90% accuracy.

Design of Assays

Typically, a sample is run through a panel in replicates of three for each target gene (assay); that is, a sample is divided into aliquots and for each aliquot the concentrations of each constituent in a Gene Expression Panel (Precision Profile™) is measured. From over thousands of constituent assays, with each assay conducted in triplicate, an average coefficient of variation was found (standard deviation/average)*100, of less than 2 percent among the normalized ΔCt measurements for each assay (where normalized quantitation of the target mRNA is determined by the difference in threshold cycles between the internal control (e.g., an endogenous marker such as 18S rRNA, or an exogenous marker) and the gene of interest. This is a measure called “intra-assay variability”. Assays have also been conducted on different occasions using the same sample material. This is a measure of “inter-assay variability”. Preferably, the average coefficient of variation of intra- assay variability or inter-assay variability is less than 20%, more preferably less than 10%, more preferably less than 5%, more preferably less than 4%, more preferably less than 3%, more preferably less than 2%, and even more preferably less than 1%.

It has been determined that it is valuable to use the quadruplicate or triplicate test results to identify and eliminate data points that are statistical “outliers”; such data points are those that differ by a percentage greater, for example, than 3% of the average of all three or four values. Moreover, if more than one data point in a set of three or four is excluded by this procedure, then all data for the relevant constituent is discarded.

Measurement of Gene Expression for a Constituent in the Panel

For measuring the amount of a particular RNA in a sample, methods known to one of ordinary skill in the art were used to extract and quantify transcribed RNA from a sample with respect to a constituent of a Gene Expression Panel (Precision Profile™). (See detailed protocols below. Also see PCT application publication number WO 98/24935 herein incorporated by reference for RNA analysis protocols). Briefly, RNA is extracted from a sample such as any tissue, body fluid, cell (e.g., circulating tumor cell) or culture medium in which a population of cells of a subject might be growing. For example, cells may be lysed and RNA eluted in a suitable solution in which to conduct a DNAse reaction. Subsequent to RNA extraction, first strand synthesis may be performed using a reverse transcriptase. Gene amplification, more specifically quantitative PCR assays, can then be conducted and the gene of interest calibrated against an internal marker such as 18S rRNA (Hirayama et al., Blood 92, 1998: 46-52). Any other endogenous marker can be used, such as 28S-25S rRNA and 5S rRNA. Samples are measured in multiple replicates, for example, 3 replicates. In an embodiment of the invention, quantitative PCR is performed using amplification, reporting agents and instruments such as those supplied commercially by Applied Biosystems (Foster City, Calif.). Given a defined efficiency of amplification of target transcripts, the point (e.g., cycle number) that signal from amplified target template is detectable may be directly related to the amount of specific message transcript in the measured sample. Similarly, other quantifiable signals such as fluorescence, enzyme activity, disintegrations per minute, absorbance, etc., when correlated to a known concentration of target templates (e.g., a reference standard curve) or normalized to a standard with limited variability can be used to quantify the number of target templates in an unknown sample.

Although not limited to amplification methods, quantitative gene expression techniques may utilize amplification of the target transcript. Alternatively or in combination with amplification of the target transcript, quantitation of the reporter signal for an internal marker generated by the exponential increase of amplified product may also be used. Amplification of the target template may be accomplished by isothermic gene amplification strategies or by gene amplification by thermal cycling such as PCR.

It is desirable to obtain a definable and reproducible correlation between the amplified target or reporter signal, i.e., internal marker, and the concentration of starting templates. It has been discovered that this objective can be achieved by careful attention to, for example, consistent primer-template ratios and a strict adherence to a narrow permissible level of experimental amplification efficiencies (for example 80.0 to 100%+/−5% relative efficiency, typically 90.0 to 100%+/−5% relative efficiency, more typically 95.0 to 100%+/−2%, and most typically 98 to 100%+/- 1% relative efficiency). In determining gene expression levels with regard to a single Gene Expression Profile, it is necessary that all constituents of the panels, including endogenous controls, maintain similar amplification efficiencies, as defined herein, to permit accurate and precise relative measurements for each constituent. Amplification efficiencies are regarded as being “substantially similar”, for the purposes of this description and the following claims, if they differ by no more than approximately 10%, preferably by less than approximately 5%, more preferably by less than approximately 3%, and more preferably by less than approximately 1%. Measurement conditions are regarded as being “substantially repeatable, for the purposes of this description and the following claims, if they differ by no more than approximately +/−10% coefficient of variation (CV), preferably by less than approximately +/−5% CV, more preferably +/−2% CV. These constraints should be observed over the entire range of concentration levels to be measured associated with the relevant biological condition. While it is thus necessary for various embodiments herein to satisfy criteria that measurements are achieved under measurement conditions that are substantially repeatable and wherein specificity and efficiencies of amplification for all constituents are substantially similar, nevertheless, it is within the scope of the present invention as claimed herein to achieve such measurement conditions by adjusting assay results that do not satisfy these criteria directly, in such a manner as to compensate for errors, so that the criteria are satisfied after suitable adjustment of assay results.

In practice, tests are run to assure that these conditions are satisfied. For example, the design of all primer-probe sets are done in house, experimentation is performed to determine which set gives the best performance. Even though primer-probe design can be enhanced using computer techniques known in the art, and notwithstanding common practice, it has been found that experimental validation is still useful. Moreover, in the course of experimental validation, the selected primer-probe combination is associated with a set of features:

The reverse primer should be complementary to the coding DNA strand. In one embodiment, the primer should be located across an intron-exon junction, with not more than four bases of the three-prime end of the reverse primer complementary to the proximal exon. (If more than four bases are complementary, then it would tend to competitively amplify genomic DNA.)

In an embodiment of the invention, the primer probe set should amplify cDNA of less than 110 bases in length and should not amplify, or generate fluorescent signal from, genomic DNA or transcripts or cDNA from related but biologically irrelevant loci.

A suitable target of the selected primer probe is first strand cDNA, which in one embodiment may be prepared from whole blood as follows:

(a) Use of whole Blood for ex vivo Assessment of a Biological Condition

Human blood is obtained by venipuncture and prepared for assay. The aliquots of heparinized, whole blood are mixed with additional test therapeutic compounds and held at 37° C. in an atmosphere of 5% CO₂ for 30 minutes. Cells are lysed and nucleic acids, e.g., RNA, are extracted by various standard means.

Nucleic acids, RNA and or DNA, are purified from cells, tissues or fluids of the test population of cells. RNA is preferentially obtained from the nucleic acid mix using a variety of standard procedures (or RNA Isolation Strategies, pp. 55-104, in RNA Methodologies, A laboratory guide for isolation and characterization, 2nd edition, 1998, Robert E. Farrell, Jr., Ed., Academic Press), in the present using a filter-based RNA isolation system from Ambion (RNAqueous™, Phenol-free Total RNA Isolation Kit, Catalog #1912, version 9908; Austin, Tex.).

(b) Amplification Strategies.

Specific RNAs are amplified using message specific primers or random primers. The specific primers are synthesized from data obtained from public databases (e.g., Unigene, National Center for Biotechnology Information, National Library of Medicine, Bethesda, Md.), including information from genomic and cDNA libraries obtained from humans and other animals. Primers are chosen to preferentially amplify from specific RNAs obtained from the test or indicator samples (see, for example, RT PCR, Chapter 15 in RNA Methodologies, A Laboratory Guide for Isolation and Characterization, 2nd edition, 1998, Robert E. Farrell, Jr., Ed., Academic Press; or Chapter 22 pp. 143-151, RNA Isolation and Characterization Protocols, Methods in Molecular Biology, Volume 86, 1998, R. Rapley and D. L. Manning Eds., Human Press, or Chapter 14 Statistical refinement of primer design parameters; or Chapter 5, pp. 55-72, PCR Applications: protocols for functional genomics, M. A. Innis, D. H. Gelfand and J. J. Sninsky, Eds., 1999, Academic Press). Amplifications are carried out in either isothermic conditions or using a thermal cycler (for example, a ABI 9600 or 9700 or 7900 obtained from Applied Biosystems, Foster City, Calif.; see Nucleic acid detection methods, pp. 1-24, in Molecular Methods for Virus Detection, D. L. Wiedbrauk and D. H., Farkas, Eds., 1995, Academic Press). Amplified nucleic acids are detected using fluorescent-tagged detection oligonucleotide probes (see, for example, Taqman™ PCR Reagent Kit, Protocol, part number 402823, Revision A, 1996, Applied Biosystems, Foster City Calif.) that are identified and synthesized from publicly known databases as described for the amplification primers.

For example, without limitation, amplified cDNA is detected and quantified using detection systems such as the ABI Prism® 7900 Sequence Detection System (Applied Biosystems (Foster City, Calif.)), the Cepheid SmartCycler® and Cepheid GeneXpert® Systems, the Fluidigm BioMark™ System, and the Roche LightCycler® 480 Real-Time PCR System. Amounts of specific RNAs contained in the test sample can be related to the relative quantity of fluorescence observed (see for example, Advances in Quantitative PCR Technology: 5′ Nuclease Assays, Y. S. Lie and C. J. Petropolus, Current Opinion in Biotechnology, 1998, 9:43-48, or Rapid Thermal Cycling and PCR Kinetics, pp. 211-229, chapter 14 in PCR applications: protocols for functional genomics, M. A. Innis, D. H. Gelfand and J. J. Sninsky, Eds., 1999, Academic Press). Examples of the procedure used with several of the above-mentioned detection systems are described below. In some embodiments, these procedures can be used for both whole blood RNA and RNA extracted from cultured cells (e.g., without limitation, CTCs, and CECs). In some embodiments, any tissue, body fluid, or cell(s) (e.g., circulating tumor cells (CTCs) or circulating endothelial cells (CECs)) may be used for ex vivo assessment of a biological condition affected by an agent. Methods herein may also be applied using proteins where sensitive quantitative techniques, such as an Enzyme Linked ImmunoSorbent Assay (ELISA) or mass spectroscopy, are available and well-known in the art for measuring the amount of a protein constituent (see WO 98/24935 herein incorporated by reference).

An example of a procedure for the synthesis of first strand cDNA for use in PCR amplification is as follows:

Materials

1. Applied Biosystems TAQMAN Reverse Transcription Reagents Kit (P/N 808-0234). Kit Components: 10× TaqMan RT Buffer, 25 mM Magnesium chloride, deoxyNTPs mixture, Random Hexamers, RNase Inhibitor, MultiScribe Reverse Transcriptase (50 U/mL) (2) RNase/DNase free water (DEPC Treated Water from Ambion (P/N 9915G), or equivalent).

Methods

1. Place RNase Inhibitor and MultiScribe Reverse Transcriptase on ice immediately. All other reagents can be thawed at room temperature and then placed on ice.

2. Remove RNA samples from −80oC freezer and thaw at room temperature and then place immediately on ice.

3. Prepare the following cocktail of Reverse Transcriptase Reagents for each 100 mL RT reaction (for multiple samples, prepare extra cocktail to allow for pipetting error):

1 reaction (mL) 11X, e.g. 10 samples (μL) 10× RT Buffer 10.0 110.0 25 mM MgCl₂ 22.0 242.0 dNTPs 20.0 220.0 Random 5.0  55.0 Hexamers RNAse Inhibitor 2.0  22.0 Reverse 2.5  27.5 Transcriptase Water 18.5 203.5 Total: 80.0 880.0 (80 μL per sample)

4. Bring each RNA sample to a total volume of 20 μL in a 1.5 mL microcentrifuge tube (for example, remove 10 μL RNA and dilute to 20 μL with RNase/DNase free water, for whole blood RNA use 20 μL total RNA) and add 80 μL RT reaction mix from step 5,2,3. Mix by pipetting up and down.

5. Incubate sample at room temperature for 10 minutes.

6. Incubate sample at 37° C. for 1 hour.

7. Incubate sample at 90° C. for 10 minutes.

8. Quick spin samples in microcentrifuge.

9. Place sample on ice if doing PCR immediately, otherwise store sample at −20° C. for future use.

10. PCR QC should be run on all RT samples using 18S and β-actin.

Following the synthesis of first strand cDNA, one particular embodiment of the approach for amplification of first strand cDNA by PCR, followed by detection and quantification of constituents of a Gene Expression Panel (Precision Profile™) is performed using the ABI Prism® 7900 Sequence Detection System as follows:

Materials

1. 20×Primer/Probe Mix for each gene of interest.

2. 20×Primer/Probe Mix for 18S endogenous control.

3. 2×Taqman Universal PCR Master Mix.

4. cDNA transcribed from RNA extracted from cells.

5. Applied Biosystems 96-Well Optical Reaction Plates.

6. Applied Biosystems Optical Caps, or optical-clear film.

7. Applied Biosystem Prism® 7700 or 7900 Sequence Detector.

Methods

1. Make stocks of each Primer/Probe mix containing the Primer/Probe for the gene of interest, Primer/Probe for 18S endogenous control, and 2×PCR Master Mix as follows. Make sufficient excess to allow for pipetting error e.g., approximately 10% excess. The following example illustrates a typical set up for one gene with quadruplicate samples testing two conditions (2 plates).

1X (1 well) (μL) 2X Master Mix 7.5 20X 18S Primer/Probe Mix 0.75 20X Gene of interest Primer/Probe Mix 0.75 Total 9.0

2. Make stocks of cDNA targets by diluting 95 μL of cDNA into 2000 μL of water. The amount of cDNA is adjusted to give Ct values between 10 and 18, typically between 12 and 16.

3. Pipette 9 μL of Primer/Probe mix into the appropriate wells of an Applied Biosystems 384-Well Optical Reaction Plate.

4. Pipette 10 μL of cDNA stock solution into each well of the Applied Biosystems 384-Well Optical Reaction Plate.

5. Seal the plate with Applied Biosystems Optical Caps, or optical-clear film.

6. Analyze the plate on the ABI Prism® 7900 Sequence Detector.

In another embodiment of the invention, the use of the primer probe with the first strand cDNA as described above to permit measurement of constituents of a Gene Expression Panel (Precision Profile™) is performed using a QPCR assay on Cepheid SmartCycler® and GeneXpert® Instruments as follows:

I. To run a QPCR assay in duplicate on the Cepheid SmartCycler® instrument containing three target genes and one reference gene, the following procedure should be followed.

A. With 20×Primer/Probe Stocks.

Materials

-   -   1. SmartMix™-HM lyophilized Master Mix.     -   2. Molecular grade water.     -   3. 20×Primer/Probe Mix for the 18S endogenous control gene. The         endogenous control gene will be dual labeled with VIC-MGB or         equivalent.     -   4. 20×Primer/Probe Mix for each for target gene one, dual         labeled with FAM-BHQ1 or equivalent.     -   5. 20×Primer/Probe Mix for each for target gene two, dual         labeled with Texas Red-BHQ2 or equivalent.

16. 20×Primer/Probe Mix for each for target gene three, dual labeled with Alexa 647-BHQ3 or equivalent.

-   -   7. Tris buffer, pH 9.0     -   8. cDNA transcribed from RNA extracted from sample.     -   9: SmartCycler® 25 μL tube.     -   10. Cepheid SmartCycler® instrument.

Methods

-   -   1. For each cDNA sample to be investigated, add the following to         a sterile 650 μL tube.

SmartMix ™-HM lyophilized Master Mix 1 bead 20X 18S Primer/Probe Mix 2.5 μL 20X Target Gene 1 Primer/Probe Mix 2.5 μL 20X Target Gene 2 Primer/Probe Mix 2.5 μL 20X Target Gene 3 Primer/Probe Mix 2.5 μL Tris Buffer, pH 9.0 2.5 μL Sterile Water 34.5 μL  Total  47 μL

Vortex the mixture for 1 second three times to completely mix the reagents. Briefly centrifuge the tube after vortexing.

-   -   2. Dilute the cDNA sample so that a 3 μL addition to the reagent         mixture above will give an 18S reference gene CT value between         12 and 16.     -   3. Add 3 μL of the prepared cDNA sample to the reagent mixture         bringing the total volume to 50 μL. Vortex the mixture for 1         second three times to completely mix the reagents. Briefly         centrifuge the tube after vortexing.     -   4. Add 25 μL of the mixture to each of two SmartCycler® tubes,         cap the tube and spin for 5 seconds in a microcentrifuge having         an adapter for SmartCycler® tubes.     -   5. Remove the two SmartCycler® tubes from the microcentrifuge         and inspect for air bubbles. If bubbles are present, re-spin,         otherwise, load the tubes into the SmartCycler® instrument.     -   6. Run the appropriate QPCR protocol on the SmartCycler®, export         the data and analyze the results.

B. With Lyophilized SmartBeads™.

Materials

-   -   1. SmartMix™-HM lyophilized Master Mix.     -   2. Molecular grade water.     -   3. SmartBeads™ containing the 18S endogenous control gene dual         labeled with VIC-MGB or equivalent, and the three target genes,         one dual labeled with FAM-BHQ1 or equivalent, one dual labeled         with Texas Red-BHQ2 or equivalent and one dual labeled with         Alexa 647-BHQ3 or equivalent.     -   4. Tris buffer, pH 9.0     -   5. cDNA transcribed from RNA extracted from sample.     -   6. SmartCycler® 25 μL tube.     -   7. Cepheid SmartCycler® instrument.

Methods

-   -   1. For each cDNA sample to be investigated, add the following to         a sterile 650 μL tube.

SmartMix ™-HM lyophilized Master Mix 1 bead SmartBead ™ containing four primer/probe sets 1 bead Tris Buffer, pH 9.0  2.5 μL Sterile Water 44.5 μL Total   47 μL

Vortex the mixture for 1 second three times to completely mix the reagents. Briefly centrifuge the tube after vortexing.

-   -   2. Dilute the cDNA sample so that a 3 μL addition to the reagent         mixture above will give an 18S reference gene CT value between         12 and 16.     -   3. Add 3 μL of the prepared cDNA sample to the reagent mixture         bringing the total volume to 50 μL. Vortex the mixture for 1         second three times to completely mix the reagents. Briefly         centrifuge the tube after vortexing.     -   4. Add 25 μL of the mixture to each of two SmartCycler® tubes,         cap the tube and spin for 5 seconds in a microcentrifuge having         an adapter for SmartCycler® tubes.     -   5. Remove the two SmartCycler®tubes from the microcentrifuge and         inspect for air bubbles. If bubbles are present, re-spin,         otherwise, load the tubes into the SmartCycler® instrument.     -   6. Run the appropriate QPCR protocol on the SmartCycler®, export         the data and analyze the results.         II. To run a QPCR assay on the Cepheid GeneXpert® instrument         containing three target genes and one reference gene, the         following procedure should be followed. Note that to do         duplicates, two self contained cartridges need to be loaded and         run on the GeneXpert® instrument.

Materials

-   -   1. Cepheid GeneXpert® self contained cartridge preloaded with a         lyophilized SmartMix™-HM master mix bead and a lyophilized         SmartBead™ containing four primer/probe sets.     -   2. Molecular grade water, containing Tris buffer, pH 9.0.     -   3. Extraction and purification reagents.     -   4. Clinical sample (whole blood, RNA, etc.)     -   5. Cepheid GeneXpert® instrument.

Methods

-   -   1. Remove appropriate GeneXpert® self contained cartridge from         packaging.     -   2. Fill appropriate chamber of self contained cartridge with         molecular grade water with Tris buffer, pH 9.0.     -   3. Fill appropriate chambers of self contained cartridge with         extraction and purification reagents.     -   4. Load aliquot of clinical sample into appropriate chamber of         self contained cartridge.     -   5. Seal cartridge and load into GeneXpert® instrument.     -   6. Run the appropriate extraction and amplification protocol on         the GeneXpert® and analyze the resultant data.

In yet another embodiment of the invention, the use of the primer probe with the first strand cDNA as described above to permit measurement of constituents of a Gene Expression Panel (Precision Profile™) is performed using a QPCR assay on the Roche LightCycler® 480 Real-Time PCR System as follows:

Materials

-   -   1. 20×Primer/Probe stock for the 18S endogenous control gene.         The endogenous control gene may be dual labeled with either         VIC-MGB or VIC-TAMRA.     -   2. 20×Primer/Probe stock for each target gene, dual labeled with         either FAM-TAMRA or FAM-BHQ 1.     -   3. 2×LightCycler® 490 Probes Master (master mix).     -   4. 1×cDNA sample stocks transcribed from RNA extracted from         samples.     -   5. 1× TE buffer, pH 8.0.     -   6. LightCycler® 480 384-well plates.     -   7. Source MDx 24 gene Precision Profile™ 96-well intermediate         plates.     -   8. RNase/DNase free 96-well plate.     -   9. 1.5 mL microcentrifuge tubes.     -   10. Beckman/Coulter Biomek® 3000 Laboratory Automation         Workstation.     -   11. Velocityll Bravo™ Liquid Handling Platform.     -   12. LightCycler® 480 Real-Time PCR System.

Methods

-   -   1. Remove a Source MDx 24 gene Precision Profile™ 96-well         intermediate plate from the freezer, thaw and spin in a plate         centrifuge.     -   2. Dilute four (4) 1×cDNA sample stocks in separate 1.5 mL         microcentrifuge tubes with the total final volume for each of         540 _(A)L.     -   3. Transfer the 4 diluted cDNA samples to an empty RNase/DNase         free 96-well plate using the Biomek® 3000 Laboratory Automation         Workstation.     -   4. Transfer the cDNA samples from the cDNA plate created in step         3 to the thawed and centrifuged Source MDx 24 gene Precision         Profile™ 96-well intermediate plate using Biomek® 3000         Laboratory Automation Workstation. Seal the plate with a foil         seal and spin in a plate centrifuge.     -   5. Transfer the contents of the cDNA-loaded Source MDx 24 gene         Precision Profile™ 96-well intermediate plate to a new         LightCycler® 480 384-well plate using the Bravo™ Liquid Handling         Platform. Seal the 384-well plate with a LightCycler® 480         optical sealing foil and spin in a plate centrifuge for 1 minute         at 2000 rpm.     -   6. Place the sealed in a dark 4° C. refrigerator for a minimum         of 4 minutes.     -   7. Load the plate into the LightCycler® 480 Real-Time PCR System         and start the LightCycler® 480 software. Chose the appropriate         run parameters and start the run.     -   8. At the conclusion of the run, analyze the data and export the         resulting CP values to the database.

In some instances, target gene FAM measurements may be beyond the detection limit of the particular platform instrument used to detect and quantify constituents of a Gene Expression Panel (Precision Profile™). To address the issue of “undetermined” gene expression measures as lack of expression for a particular gene, the detection limit may be reset and the “undetermined” constituents may be “flagged”. For example without limitation, the ABI Prism® 7900HT Sequence Detection System reports target gene FAM measurements that are beyond the detection limit of the instrument (>40 cycles) as “undetermined”. Detection Limit Reset is performed when at least 1 of 3 target gene FAM C_(T) replicates are not detected after 40 cycles and are designated as “undetermined”. “Undetermined” target gene FAM C_(T) replicates are re-set to 40 and flagged. C_(T) normalization (ΔC_(T)) and relative expression calculations that have used re-set FAM C_(T) values are also flagged.

Baseline Profile Data Sets

The analyses of samples from single individuals and from large groups of individuals provide a library of profile data sets relating to a particular panel or series of panels. These profile data sets may be stored as records in a library for use as baseline profile data sets. As the term “baseline” suggests, the stored baseline profile data sets serve as comparators for providing a calibrated profile data set that is informative about a biological condition or agent. Baseline profile data sets may be stored in libraries and classified in a number of cross-referential ways. One form of classification may rely on the characteristics of the panels from which the data sets are derived. Another form of classification may be by particular biological condition, e.g., lung cancer. The concept of a biological condition encompasses any state in which a cell or population of cells may be found at any one time. This state may reflect geography of samples, sex of subjects or any other discriminator. Some of the discriminators may overlap. The libraries may also be accessed for records associated with a single subject or particular clinical trial. The classification of baseline profile data sets may further be annotated with medical information about a particular subject, a medical condition, and/or a particular agent.

The choice of a baseline profile data set for creating a calibrated profile data set is related to the biological condition to be evaluated, monitored, or predicted, as well as, the intended use of the calibrated panel, e.g., as to monitor drug development, quality control or other uses. It may be desirable to access baseline profile data sets from the same subject for whom a first profile data set is obtained or from different subject at varying times, exposures to stimuli, drugs or complex compounds; or may be derived from like or dissimilar populations or sets of subjects. The baseline profile data set may be normal, healthy baseline.

The profile data set may arise from the same subject for which the first data set is obtained, where the sample is taken at a separate or similar time, a different or similar site or in a different or similar biological condition. For example, a sample may be taken before stimulation or after stimulation with an exogenous compound or substance, such as before or after therapeutic treatment. Alternatively the sample is taken before or include before or after a surgical procedure for lung cancer. The profile data set obtained from the unstimulated sample may serve as a baseline profile data set for the sample taken after stimulation. The baseline data set may also be derived from a library containing profile data sets of a population or set of subjects having some defining characteristic or biological condition. The baseline profile data set may also correspond to some ex vivo or in vitro properties associated with an in vitro cell culture. The resultant calibrated profile data sets may then be stored as a record in a database or library along with or separate from the baseline profile data base and optionally the first profile data set although the first profile data set would normally become incorporated into a baseline profile data set under suitable classification criteria. The remarkable consistency of Gene Expression Profiles associated with a given biological condition makes it valuable to store profile data, which can be used, among other things for normative reference purposes. The normative reference can serve to indicate the degree to which a subject conforms to a given biological condition (healthy or diseased) and, alternatively or in addition, to provide a target for clinical intervention.

Calibrated Data

Given the repeatability achieved in measurement of gene expression, described above in connection with “Gene Expression Panels” (Precision Profiles™) and “gene amplification”, it was concluded that where differences occur in measurement under such conditions, the differences are attributable to differences in biological condition. Thus, it has been found that calibrated profile data sets are highly reproducible in samples taken from the same individual under the same conditions. Similarly, it has been found that calibrated profile data sets are reproducible in samples that are repeatedly tested. Also found have been repeated instances wherein calibrated profile data sets obtained when samples from a subject are exposed ex vivo to a compound are comparable to calibrated profile data from a sample that has been exposed to a sample in vivo.

Calculation of Calibrated Profile Data Sets and Computational Aids

The calibrated profile data set may be expressed in a spreadsheet or represented graphically for example, in a bar chart or tabular form but may also be expressed in a three dimensional representation. The function relating the baseline and profile data may be a ratio expressed as a logarithm. The constituent may be itemized on the x-axis and the logarithmic scale may be on the y-axis. Members of a calibrated data set may be expressed as a positive value representing a relative enhancement of gene expression or as a negative value representing a relative reduction in gene expression with respect to the baseline.

Each member of the calibrated profile data set should be reproducible within a range with respect to similar samples taken from the subject under similar conditions. For example, the calibrated profile data sets may be reproducible within 20%, and typically within 10%. In accordance with embodiments of the invention, a pattern of increasing, decreasing and no change in relative gene expression from each of a plurality of gene loci examined in the Gene Expression Panel (Precision Profile™) may be used to prepare a calibrated profile set that is informative with regards to a biological condition, biological efficacy of an agent treatment conditions or for comparison to populations or sets of subjects or samples, or for comparison to populations of cells. Patterns of this nature may be used to identify likely candidates for a drug trial, used alone or in combination with other clinical indicators to be diagnostic or prognostic with respect to a biological condition or may be used to guide the development of a pharmaceutical or nutraceutical through manufacture, testing and marketing.

The numerical data obtained from quantitative gene expression and numerical data from calibrated gene expression relative to a baseline profile data set may be stored in databases or digital storage mediums and may be retrieved for purposes including managing patient health care or for conducting clinical trials or for characterizing a drug. The data may be transferred in physical or wireless networks via the World Wide Web, email, or internet access site for example or by hard copy so as to be collected and pooled from distant geographic sites.

The method also includes producing a calibrated profile data set for the panel, wherein each member of the calibrated profile data set is a function of a corresponding member of the first profile data set and a corresponding member of a baseline profile data set for the panel, and wherein the baseline profile data set is related to the lung cancer or conditions related to lung cancer to be evaluated, with the calibrated profile data set being a comparison between the first profile data set and the baseline profile data set, thereby providing evaluation of lung cancer or conditions related to lung cancer of the subject.

In yet other embodiments, the function is a mathematical function and is other than a simple difference, including a second function of the ratio of the corresponding member of first profile data set to the corresponding member of the baseline profile data set, or a logarithmic function. In such embodiments, the first sample is obtained and the first profile data set quantified at a first location, and the calibrated profile data set is produced using a network to access a database stored on a digital storage medium in a second location, wherein the database may be updated to reflect the first profile data set quantified from the sample. Additionally, using a network may include accessing a global computer network.

In an embodiment of the present invention, a descriptive record is stored in a single database or multiple databases where the stored data includes the raw gene expression data (first profile data set) prior to transformation by use of a baseline profile data set, as well as a record of the baseline profile data set used to generate the calibrated profile data set including for example, annotations regarding whether the baseline profile data set is derived from a particular Signature Panel and any other annotation that facilitates interpretation and use of the data.

Because the data is in a universal format, data handling may readily be done with a computer. The data is organized so as to provide an output optionally corresponding to a graphical representation of a calibrated data set.

The above described data storage on a computer may provide the information in a form that can be accessed by a user. Accordingly, the user may load the information onto a second access site including downloading the information. However, access may be restricted to users having a password or other security device so as to protect the medical records contained within. A feature of this embodiment of the invention is the ability of a user to add new or annotated records to the data set so the records become part of the biological information.

The graphical representation of calibrated profile data sets pertaining to a product such as a drug provides an opportunity for standardizing a product by means of the calibrated profile, more particularly a signature profile. The profile may be used as a feature with which to demonstrate relative efficacy, differences in mechanisms of actions, etc. compared to other drugs approved for similar or different uses.

The various embodiments of the invention may be also implemented as a computer program product for use with a computer system. The product may include program code for deriving a first profile data set and for producing calibrated profiles. Such implementation may include a series of computer instructions fixed either on a tangible medium, such as a computer readable medium (for example; a diskette, CD-ROM, ROM, or fixed disk), or transmittable to a computer system via a modem or other interface device, such as a communications adapter coupled to a network. The network coupling may be for example, over optical or wired communications lines or via wireless techniques (for example, microwave, infrared or other transmission techniques) or some combination of these. The series of computer instructions preferably embodies all or part of the functionality previously described herein with respect to the system. Those skilled in the art should appreciate that such computer instructions can be written in a number of programming languages for use with many computer architectures or operating systems. Furthermore, such instructions may be stored in any memory device, such as semiconductor, magnetic, optical or other memory devices, and may be transmitted using any communications technology, such as optical, infrared, microwave, or other transmission technologies. It is expected that such a computer program product may be distributed as a removable medium with accompanying printed or electronic documentation (for example, shrink wrapped software), preloaded with a computer system (for example, on system ROM or fixed disk), or distributed from a server or electronic bulletin board over a network (for example, the Internet or World Wide Web). In addition, a computer system is further provided including derivative modules for deriving a first data set and a calibration profile data set.

The calibration profile data sets in graphical or tabular form, the associated databases, and the calculated index or derived algorithm, together with information extracted from the panels, the databases, the data sets or the indices or algorithms are commodities that can be sold together or separately for a variety of purposes as described in WO 01/25473.

In other embodiments, a clinical indicator may be used to assess the lung cancer or conditions related to lung cancer of the relevant set of subjects by interpreting the calibrated profile data set in the context of at least one other clinical indicator, wherein the at least one other clinical indicator is selected from the group consisting of blood chemistry, X-ray or other radiological or metabolic imaging technique, molecular markers in the blood, other chemical assays, and physical findings.

Index Construction

In combination, (i) the remarkable consistency of Gene Expression Profiles with respect to a biological condition across a population or set of subject or samples, or across a population of cells and (ii) the use of procedures that provide substantially reproducible measurement of constituents in a Gene Expression Panel (Precision Profile™) giving rise to a Gene Expression Profile, under measurement conditions wherein specificity and efficiencies of amplification for all constituents of the panel are substantially similar, make possible the use of an index that characterizes a Gene Expression Profile, and which therefore provides a measurement of a biological condition.

An index may be constructed using an index function that maps values in a Gene Expression Profile into a single value that is pertinent to the biological condition at hand. The values in a Gene Expression Profile are the amounts of each constituent of the Gene Expression Panel (Precision Profile™). These constituent amounts form a profile data set, and the index function generates a single value—the index—from the members of the profile data set.

The index function may conveniently be constructed as a linear sum of terms, each term being what is referred to herein as a “contribution function” of a member of the profile data set. For example, the contribution function may be a constant times a power of a member of the profile data set. So the index function would have the form

I=ΣCiMi^(P(i)),

where I is the index, Mi is the value of the member i of the profile data set, Ci is a constant, and P(i) is a power to which Mi is raised, the sum being formed for all integral values of i up to the number of members in the data set. We thus have a linear polynomial expression. The role of the coefficient Ci for a particular gene expression specifies whether a higher ΔCt value for this gene either increases (a positive Ci) or decreases (a lower value) the likelihood of lung cancer, the ΔCt values of all other genes in the expression being held constant.

The values Ci and P(i) may be determined in a number of ways, so that the index I is informative of the pertinent biological condition. One way is to apply statistical techniques, such as latent class modeling, to the profile data sets to correlate clinical data or experimentally derived data, to or other data pertinent to the biological condition. In this connection, for example, may be employed the software from Statistical Innovations, Belmont, Mass., called Latent Gold®. Alternatively, other simpler modeling techniques may be employed in a manner known in the art. The index function for lung cancer may be constructed, for example, in a manner that a greater degree of lung cancer (as determined by the profile data set for the any of the Precision Profiles™ (listed in Tables 1-5) described herein) correlates with a large value of the index function.

Just as a baseline profile data set, discussed above, can be used to provide an appropriate normative reference, and can even be used to create a Calibrated profile data set, as discussed above, based on the normative reference, an index that characterizes a Gene Expression Profile can also be provided with a normative value of the index function used to create the index. This normative value can be determined with respect to a relevant population or set of subjects or samples or to a relevant population of cells, so that the index may be interpreted in relation to the normative value. The relevant population or set of subjects or samples, or relevant population of cells may have in common a property that is at least one of age range, gender, ethnicity, geographic location, nutritional history, medical condition, clinical indicator, medication, physical activity, body mass, and environmental exposure.

As an example, the index can be constructed, in relation to a normative Gene Expression Profile for a population or set of healthy subjects, in such a way that a reading of approximately 1 characterizes normative Gene Expression Profiles of healthy subjects. Let us further assume that the biological condition that is the subject of the index is lung cancer; a reading of 1 in this example thus corresponds to a Gene Expression Profile that matches the norm for healthy subjects. A substantially higher reading then may identify a subject experiencing lung cancer, or a condition related to lung cancer. The use of 1 as identifying a normative value, however, is only one possible choice; another logical choice is to use 0 as identifying the normative value. With this choice, deviations in the index from zero can be indicated in standard deviation units (so that values lying between −1 and +1 encompass 90% of a normally distributed reference population or set of subjects. Since it was determined that Gene Expression Profile values (and accordingly constructed indices based on them) tend to be normally distributed, the 0-centered index constructed in this manner is highly informative. It therefore facilitates use of the index in diagnosis of disease and setting objectives for treatment.

Still another embodiment is a method of providing an index pertinent to lung cancer or conditions related to lung cancer of a subject based on a first sample from the subject, the first sample providing a source of RNAs, the method comprising deriving from the first sample a profile data set, the profile data set including a plurality of members, each member being a quantitative measure of the amount of a distinct RNA constituent in a panel of constituents selected so that measurement of the constituents is indicative of the presumptive signs of lung cancer, the panel including at least one constituent of any of the genes listed in the Precision Profiles™ (listed in Tables 1-5). In deriving the profile data set, such measure for each constituent is achieved under measurement conditions that are substantially repeatable, at least one measure from the profile data set is applied to an index function that provides a mapping from at least one measure of the profile data set into one measure of the presumptive signs of lung cancer, so as to produce an index pertinent to the lung cancer or conditions related to lung cancer of the subject.

As another embodiment of the invention, an index function I of the form

I=C ₀ +ΣC _(i) M _(1i) ^(P1(i)) M _(2i) ^(P2(i)),

can be employed, where M₁ and M₂ are values of the member i of the profile data set, C_(i) is a constant determined without reference to the profile data set, and P1 and P2 are powers to which M₁ and M₂ are raised. The role of P1(i) and P2(i) is to specify the specific functional form of the quadratic expression, whether in fact the equation is linear, quadratic, contains cross-product terms, or is constant. For example, when P1=P2=0, the index function is simply the sum of constants; when P1=1 and P2=0, the index function is a linear expression; when P1=P2=1, the index function is a quadratic expression.

The constant C₀ serves to calibrate this expression to the biological population of interest that is characterized by having lung cancer. In this embodiment, when the index value equals 0, the odds are 50:50 of the subject having lung cancer vs a normal subject. More generally, the predicted odds of the subject having lung cancer is [exp(I_(i))], and therefore the predicted probability of having lung cancer is [exp(I_(i))]/[1+exp((I_(i))]. Thus, when the index exceeds 0, the predicted probability that a subject has lung cancer is higher than 0.5, and when it falls below 0, the predicted probability is less than 0.5.

The value of C₀ may be adjusted to reflect the prior probability of being in this population based on known exogenous risk factors for the subject. In an embodiment where C₀ is adjusted as a function of the subject's risk factors, where the subject has prior probability p_(i) of having lung cancer based on such risk factors, the adjustment is made by increasing (decreasing) the unadjusted C₀ value by adding to C₀ the natural logarithm of the following ratio: the prior odds of having lung cancer taking into account the risk factors/the overall prior odds of having lung cancer without taking into account the risk factors.

Performance and Accuracy Measures of the Invention

The performance and thus absolute and relative clinical usefulness of the invention may be assessed in multiple ways as noted above. Amongst the various assessments of performance, the invention is intended to provide accuracy in clinical diagnosis and prognosis. The accuracy of a diagnostic or prognostic test, assay, or method concerns the ability of the test, assay, or method to distinguish between subjects having lung cancer is based on whether the subjects have an “effective amount” or a “significant alteration” in the levels of a cancer associated gene. By “effective amount” or “significant alteration”, it is meant that the measurement of an appropriate number of cancer associated gene (which may be one or more) is different than the predetermined cut-off point (or threshold value) for that cancer associated gene and therefore indicates that the subject has lung cancer for which the cancer associated gene(s) is a determinant.

The difference in the level of cancer associated gene(s) between normal and abnormal is preferably statistically significant. As noted below, and without any limitation of the invention, achieving statistical significance, and thus the preferred analytical and clinical accuracy, generally but not always requires that combinations of several cancer associated gene(s) be used together in panels and combined with mathematical algorithms in order to achieve a statistically significant cancer associated gene index.

In the categorical diagnosis of a disease state, changing the cut point or threshold value of a test (or assay) usually changes the sensitivity and specificity, but in a qualitatively inverse relationship. Therefore, in assessing the accuracy and usefulness of a proposed medical test, assay, or method for assessing a subject's condition, one should always take both sensitivity and specificity into account and be mindful of what the cut point is at which the sensitivity and specificity are being reported because sensitivity and specificity may vary significantly over the range of cut points. Use of statistics such as AUC, encompassing all potential cut point values, is preferred for most categorical risk measures using the invention, while for continuous risk measures, statistics of goodness-of-fit and calibration to observed results or other gold standards, are preferred.

Using such statistics, an “acceptable degree of diagnostic accuracy”, is herein defined as a test or assay. (such as the test of the invention for determining an effective amount or a significant alteration of cancer associated gene(s), which thereby indicates the presence of a lung cancer in which the AUC (area under the ROC curve for the test or assay) is at least 0.60, desirably at least 0.65, more desirably at least 0.70, preferably at least 0.75, more preferably at least 0.80, and most preferably at least 0.85.

By a “very high degree of diagnostic accuracy”, it is meant a test or assay in which the AUC (area under the ROC curve for the test or assay) is at least 0.75, desirably at least 0.775, more desirably at least 0.800, preferably at least 0.825, more preferably at least 0.850, and most preferably at least 0.875.

The predictive value of any test depends on the sensitivity and specificity of the test, and on the prevalence of the condition in the population being tested. This notion, based on Bayes' theorem, provides that the greater the likelihood that the condition being screened for is present in an individual or in the population (pre-test probability), the greater the validity of a positive test and the greater the likelihood that the result is a true positive. Thus, the problem with using a test in any population where there is a low likelihood of the condition being present is that a positive result has limited value (i.e., more likely to be a false positive). Similarly, in populations at very high risk, a negative test result is more likely to be a false negative.

As a result, ROC and AUC can be misleading as to the clinical utility of a test in low disease prevalence tested populations (defined as those with less than 1% rate of occurrences (incidence) per annum, or less than 10% cumulative prevalence over a specified time horizon). Alternatively, absolute risk and relative risk ratios as defined elsewhere in this disclosure can be employed to determine the degree of clinical utility. Populations of subjects to be tested can also be categorized into quartiles by the test's measurement values, where the top quartile (25% of the population) comprises the group of subjects with the highest relative risk for developing lung cancer, and the bottom quartile comprising the group of subjects having the lowest relative risk for developing lung cancer. Generally, values derived from tests or assays having over 2.5 times the relative risk from top to bottom quartile in a low prevalence population are considered to have a “high degree of diagnostic accuracy,” and those with five to seven times the relative risk for each quartile are considered to have a “very high degree of diagnostic accuracy.” Nonetheless, values derived from tests or assays having only 1.2 to 2.5 times the relative risk for each quartile remain clinically useful are widely used as risk factors for a disease. Often such lower diagnostic accuracy tests must be combined with additional parameters in order to derive meaningful clinical thresholds for therapeutic intervention, as is done with the aforementioned global risk assessment indices.

A health economic utility function is yet another means of measuring the performance and clinical value of a given test, consisting of weighting the potential categorical test outcomes based on actual measures of clinical and economic value for each. Health economic performance is closely related to accuracy, as a health economic utility function specifically assigns an economic value for the benefits of correct classification and the costs of misclassification of tested subjects. As a performance measure, it is not unusual to require a test to achieve a level of performance which results in an increase in health economic value per test (prior to testing costs) in excess of the target price of the test.

In general, alternative methods of determining diagnostic accuracy are commonly used for continuous measures, when a disease category or risk category (such as those at risk for having a bone fracture) has not yet been clearly defined by the relevant medical societies and practice of medicine, where thresholds for therapeutic use are not yet established, or where there is no existing gold standard for diagnosis of the pre-disease. For continuous measures of risk, measures of diagnostic accuracy for a calculated index are typically based on curve fit and calibration between the predicted continuous value and the actual observed values (or a historical index calculated value) and utilize measures such as R squared, Hosmer-Lemeshow P-value statistics and confidence intervals. It is not unusual for predicted values using such algorithms to be reported including a confidence interval (usually 90% or 95% CI) based on a historical observed cohort's predictions, as in the test for risk of future breast cancer recurrence commercialized by Genomic Health, Inc. (Redwood City, Calif.).

In general, by defining the degree of diagnostic accuracy, i.e., cut points on a ROC curve, defining an acceptable AUC value;-and determining the acceptable ranges in relative concentration of what constitutes an effective amount of the cancer associated gene(s) of the invention allows for one of skill in the art to use the cancer associated gene(s) to identify, diagnose, or prognose subjects with a pre-determined level of predictability and performance.

Results from the cancer associated gene(s) indices thus derived can then be validated through their calibration with actual results, that is, by comparing the predicted versus observed rate of disease in a given population, and the best predictive cancer associated gene(s) selected for and optimized through mathematical models of increased complexity. Many such formula may be used; beyond the simple non-linear transformations, such as logistic regression, of particular interest in this use of the present invention are structural and synactic classification algorithms, and methods of risk index construction, utilizing pattern recognition features, including established techniques such as the Kth-Nearest Neighbor, Boosting, Decision Trees, Neural Networks, Bayesian Networks, Support Vector Machines, and Hidden Markov Models, as well as other formula described herein.

Furthermore, the application of such techniques to panels of multiple cancer associated gene(s) is provided, as is the use of such combination to create single numerical “risk indices” or “risk scores” encompassing information from multiple cancer associated gene(s) inputs. Individual B cancer associated gene(s) may also be included or excluded in the panel of cancer associated gene(s) used in the calculation of the cancer associated gene(s) indices so derived above, based on various measures of relative performance and calibration in validation, and employing through repetitive training methods such as forward, reverse, and stepwise selection, as well as with genetic algorithm approaches, with or without the use of constraints on the complexity of the resulting cancer associated gene(s) indices.

The above measurements of diagnostic accuracy for cancer associated gene(s) are only a few of the possible measurements of the clinical performance of the invention. It should be noted that the appropriateness of one measurement of clinical accuracy or another will vary based upon the clinical application, the population tested, and the clinical consequences of any potential misclassification of subjects. Other important aspects of the clinical and overall performance of the invention include the selection of cancer associated gene(s) so as to reduce overall cancer associated gene(s) variability (whether due to method (analytical) or biological (pre-analytical variability, for example, as in diurnal variation), or to the integration and analysis of results (post-analytical variability) into indices and cut-off ranges), to assess analyte stability or sample integrity, or to allow the use of differing sample matrices amongst blood, cells, serum, plasma, urine, etc.

Kits

The invention also includes a lung cancer detection reagent, i.e., nucleic acids that specifically identify one or more lung cancer or condition related to lung cancer nucleic acids (e.g., any gene listed in Tables 1-5, oncogenes, tumor suppression genes, tumor progression genes, angiogenesis genes and lymphogenesis genes; sometimes referred to herein as lung cancer associated genes or lung cancer associated constituents) by having homologous nucleic acid sequences, such as oligonucleotide sequences, complementary to a portion of the lung cancer genes nucleic acids or antibodies to proteins encoded by the lung cancer gene nucleic acids packaged together in the form of a kit. The oligonucleotides can be fragments of the lung cancer genes. For example the oligonucleotides can be 200, 150, 100, 50, 25, 10 or less nucleotides in length. The kit may contain in separate containers a nucleic acid or antibody (either already bound to a solid matrix or packaged separately with reagents for binding them to the matrix), control formulations (positive and/or negative), and/or a detectable label. Instructions (i.e., written, tape, VCR, CD-ROM, etc.) for carrying out the assay may be included in the kit. The assay may for example be in the form of PCR, a Northern hybridization or a sandwich ELISA, as known in the art.

For example, lung cancer gene detection reagents can be immobilized on a solid matrix such as a porous strip to form at least one lung cancer gene detection site. The measurement or detection region of the porous strip may include a plurality of sites containing a nucleic acid. A test strip may also contain sites for negative and/or positive controls. Alternatively, control sites can be located on a separate strip from the test strip. Optionally, the different detection sites may contain different amounts of immobilized nucleic acids, i.e., a higher amount in the first detection site and lesser amounts in subsequent sites. Upon the addition of test sample, the number of sites displaying a detectable signal provides a quantitative indication of the amount of lung cancer genes present in the sample. The detection sites may be configured in any suitably detectable shape and are typically in the shape of a bar or dot spanning the width of a test strip.

Alternatively, lung cancer detection genes can be labeled (e.g., with one or more fluorescent dyes) and immobilized on lyophilized beads to form at least one lung cancer gene detection site. The beads may also contain sites for negative and/or positive controls. Upon addition of the test sample, the number of sites displaying a detectable signal provides a quantitative indication of the amount of lung cancer genes present in the sample.

Alternatively, the kit contains a nucleic acid substrate array comprising one or more nucleic acid sequences. The nucleic acids on the array specifically identify one or more nucleic acid sequences represented by lung cancer genes (see Tables 1-5). In various embodiments, the expression of 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 15, 20, 25, 40 or 50 or more of the sequences represented by lung cancer genes (see Tables 1-5) can be identified by virtue of binding to the array. The substrate array can be on, i.e., a solid substrate, i.e., a “chip” as described in U.S. Pat. No. 5,744,305. Alternatively, the substrate array can be a solution array, i.e., Luminex, Cyvera, Vitra and Quantum Dots' Mosaic.

The skilled artisan can routinely make antibodies, nucleic acid probes, i.e., oligonucleotides, aptamers, siRNAs, antisense oligonucleotides, against any of the lung cancer genes listed in Tables 1-5.

Other Embodiments

While the invention has been described in conjunction with the detailed description thereof, the foregoing description is intended to illustrate and not limit the scope of the invention, which is defined by the scope of the appended claims. Other aspects, advantages, and modifications are within the scope of the following claims.

Examples Example 1 Patient Population

RNA was isolated using the PAXgene System from blood samples obtained from a total of 49 subjects suffering from lung cancer and 50 healthy, normal (i.e., not suffering from or diagnosed with lung cancer) subjects. These RNA samples were used for the gene expression analysis studies described in Examples 3-7 below.

Each of the normal subjects in the studies were non-smokers. Of the normal subjects, 14 were female, and 36 were male.

The inclusion criteria for the lung cancer subjects that participated in the study were as follows: each of the subjects had defined, newly diagnosed disease, the blood samples were obtained prior to initiation of any treatment for lung cancer, and each subject in the study was 18 years or older, and able to provide consent.

The following criteria were used to exclude subjects from the study: any treatment with immunosuppressive drugs, corticosteroids or investigational drugs; diagnosis of acute and chronic infectious diseases (renal or chest infections, previous TB, HIV infection or AIDS, or active cytomegalovirus); symptoms of severe progression or uncontrolled renal, hepatic, hematological, gastrointestinal, endocrine, pulmonary, neurologic, or cerebral disease; and pregnancy.

Of the 49 newly diagnosed lung cancer subjects from which blood samples were obtained, 1 subject was diagnosed with small cell carcinoma and the remaining 48 subjects were diagnosed with non-small cell carcinoma; 1 subject was diagnosed with stage 1 lung cancer, 18 subjects were diagnosed with stage 2 lung cancer, and 30 subjects were diagnosed with stage 3 lung cancer; 41 subjects were smokers, and the remaining 8 subjects were non-smokers; 7 of the subjects were female, and the remaining 42 subjects were male.

Example 2 Enumeration and Classification Methodology based on Logistic Regression Models Introduction

The following methods were used to generate 1, 2, and 3-gene models capable of distinguishing between subjects diagnosed with lung cancer and normal subjects, with at least 75% classification accurary, as described in Examples 3-7 below.

Given measurements on G genes from samples of N₁ subjects belonging to group 1 and N₂ members of group 2, the purpose was to identify models containing g<G genes which discriminate between the 2 groups. The groups might be such that one consists of reference subjects (e.g., healthy, normal subjects) while the other group might have a specific disease, or subjects in group 1 may have disease A while those in group 2 may have disease B.

Specifically, parameters from a linear logistic regression model were estimated to predict a subject's probability of belonging to group 1 given his (her) measurements on the g genes in the model. After all the models were estimated (all G 1-gene models were estimated, as well as all

${\begin{pmatrix} G \\ 2 \end{pmatrix} = {G*{\left( {G\text{-}1} \right)/22}\text{-}{gene}\mspace{14mu} {models}}},$

and all (G 3)=G*(G−1)*(G−2)/6 3-gene models based on G genes (number of combinations taken 3 at a time from G)), they were evaluated using a 2-dimensional screening process. The first dimension employed a statistical screen (significance of incremental p-values) that eliminated models that were likely to overfit the data and thus may not validate when applied to new subjects. The second dimension employed a clinical screen to eliminate models for which the expected misclassification rate was higher than an acceptable level. As a threshold analysis, the gene models showing less than 75% discrimination between N₁ subjects belonging to group 1 and N₂ members of group 2 (i.e., misclassification of 25% or more of subjects in either of the 2 sample groups), and genes with incremental p-values that were not statistically significant, were eliminated.

Methodological, Statistical and Computing Tools Used

The Latent GOLD program (Vermunt and Magidson, 2005) was used to estimate the logistic regression models. For efficiency in processing the models, the LG-Syntax™ Module available with version 4.5 of the program (Vermunt and Magidson, 2007) was used in batch mode, and all g-gene models associated with a particular dataset were submitted in a single run to be estimated. That is, all 1-gene models were submitted in a single run, all 2-gene models were submitted in a second run, etc.

The Data

The data consists of ΔC_(T) values for each sample subject in each of the 2 groups (e.g., cancer subject vs. reference (e.g., healthy, normal subjects) on each of G(k) genes obtained from a particular class k of genes. For a given disease, separate analyses were performed based on disease specific genes, including without limitation genes specific for prostate, breast, ovarian, cervical, lung, colon, and skin cancer, (k=1), inflammatory genes (k=2), human cancer general genes (k=3), genes from a cross cancer gene panel (k=4), and genes in the EGR family (k=5).

Analysis Steps

The steps in a given analysis of the G(k) genes measured on N₁ subjects in group 1 and N₂ subjects in group 2 are as follows:

-   -   1) Eliminate low expressing genes: In some instances, target         gene FAM measurements were beyond the detection limit (i.e.,         very high ΔC_(T) values which indicate low expression) of the         particular platform instrument used to detect and quantify         constituents of a Gene Expression Panel (Precision Profile™). To         address the issue of “undetermined” gene expression measures as         lack of expression for a particular gene, the detection limit         was reset and the “undetermined” constituents were “flagged”, as         previously described. C_(T) normalization (ΔC_(T)) and relative         expression calculations that have used re-set FAM C_(T) values         were also flagged. In some instances, these low expressing genes         (i.e., re-set FAM C_(T) values) were eliminated from the         analysis in step 1 if 50% or more ΔC_(T) values from either of         the 2 groups were flagged. Although such genes were eliminated         from the statistical analyses described herein, one skilled in         the art would recognize that such genes may be relevant in a         disease state.     -   2) Estimate logistic regression (logit) models predicting         P(i)=the probability of being in group 1 for each subject i=1,2,         . . . , N₁+N₂. Since there are only 2 groups, the probability of         being in group 2 equals 1-P(i). The maximum likelihood (ML)         algorithm implemented in Latent GOLD 4.0 (Vermunt and         Magidson, 2005) was used to estimate the model parameters. All         1-gene models were estimated first, followed by all 2-gene         models and in cases where the sample sizes N₁ and N2 were         sufficiently large, all 3-gene models were estimated.     -   3) Screen out models that fail to meet the statistical or         clinical criteria: Regarding the statistical criteria, models         were retained if the incremental p-values for the parameter         estimates for each gene (i.e., for each predictor in the model)         fell below the cutoff point alpha=0.05. Regarding the clinical         criteria, models were retained if the percentage of cases within         each group (e.g., disease group, and reference group (e.g.,         healthy, normal subjects) that was correctly predicted to be in         that group was at least 75%. For technical details, see the         section “Application of the Statistical and Clinical Criteria to         Screen Models”.     -   4) Each model yielded an index that could be used to rank the         sample subjects. Such an index value could also be computed for         new cases not included in the sample. See the section “Computing         Model-based Indices for each Subject” for details on how this         index was calculated.     -   5) A cutoff value somewhere between the lowest and highest index         value was selected and based on this cutoff, subjects with         indices above the cutoff were classified (predicted to be) in         the disease group, those below the cutoff were classified into         the reference group (i.e., normal, healthy subjects). Based on         such classifications, the percent of each group that is         correctly classified was determined. See the section labeled         “Classifying Subjects into Groups” for details on how the cutoff         was chosen.     -   6) Among all models that survived the screening criteria (Step         3), an entropy-based R² statistic was used to rank the models         from high to low, i.e., the models with the highest percent         classification rate to the lowest percent classification rate.         The top 5 such models are then evaluated with respect to the         percent correctly classified and the one having the highest         percentages was selected as the single “best” model. A         discrimination plot was provided for the best model having an         85% or greater percent classification rate. For details on how         this plot was developed, see the section “Discrimination Plots”         below.

While there are several possible R² statistics that might be used for this purpose, it was determined that the one based on entropy was most sensitive to the extent to which a model yields clear separation between the 2 groups. Such sensitivity provides a model which can be used as a tool by a practitioner (e.g., primary care physician, oncologist, etc.) to ascertain the necessity of future screening or treatment options. For more detail on this issue, see the section labeled “Using R² Statistics to Rank Models” below.

Computing Model-based Indices for each Subject

The model parameter estimates were used to compute a numeric value (logit, odds or probability) for each diseased and reference subject (e.g., healthy, normal subject) in the sample. For illustrative purposes only, in an example of a 2-gene logit model for cancer containing the genes ALOX5 and S100A6, the following parameter estimates listed in Table A were obtained:

TABLE A alpha(1) 18.37 Normals alpha(2) −18.37 Predictors ALOX5 beta(1) −4.81 S100A6 beta(2) 2.79 For a given subject with particular ΔC_(T) values observed for these genes, the predicted logit associated with cancer vs. reference (i.e., normals) was computed as:

LOGIT(ALOX5, S100A6)=[alpha(1)−alpha(2)]+beta(1)*ALOX5+beta(2)*S100A6.

The predicted odds of having cancer would be:

ODDS(ALOX5, S100A6)=exp[LOGIT(ALOX5, S100A6)]

and the predicted probability of belonging to the cancer group is:

P(ALOX5, S100A6)=ODDS(ALOX5, S100A6)/[1+ODDS(ALOX5, S100A6)]

Note that the ML estimates for the alpha parameters were based on the relative proportion of the group sample sizes. Prior to computing the predicted probabilities, the alpha estimates may be adjusted to take into account the relative proportion in the population to which the model will be applied (for example, without limitation, the incidence of prostate cancer in the population of adult men in the U.S., the incidence of breast cancer in the population of adult women in the U.S., etc.)

Classifying Subjects into Groups

The “modal classification rule” was used to predict into which group a given case belongs. This rule classifies a case into the group for which the model yields the highest predicted probability. Using the same cancer example previously described (for illustrative purposes only), use of the modal classification rule would classify any subject having P>0.5 into the cancer group, the others into the reference group (e.g., healthy, normal subjects). The percentage of all N₁ cancer subjects that were correctly classified were computed as the number of such subjects having P>0.5 divided by N₁. Similarly, the percentage of all N₂ reference (e.g., normal healthy) subjects that were correctly classified were computed as the number of such subjects having P≦0.5 divided by N₂. Alternatively, a cutoff point P₀ could be used instead of the modal classification rule so that any subject i having P(i)>P₀ is assigned to the cancer group, and otherwise to the Reference group (e.g., normal, healthy group).

Application of the Statistical and Clinical Criteria to Screen Models Clinical Screening Criteria

In order to determine whether a model met the clinical 75% correct classification criteria, the following approach was used:

-   -   A. All sample subjects were ranked from high to low by their         predicted probability P (e.g., see Table B).     -   B. Taking P₀(i)=P(i) for each subject, one at a time, the         percentage of group 1 and group 2 that would be correctly         classified, P₁(i) and P₂(i) was computed.     -   C. The information in the resulting table was scanned and any         models for which none of the potential cutoff probabilities met         the clinical criteria (i.e., no cutoffs P₀(i) exist such that         both P₁(i)>0.75 and P₂(i)>0.75) were eliminated. Hence, models         that did not meet the clinical criteria were eliminated.

The example shown in Table B has many cut-offs that meet this criteria. For example, the cutoff P₀=0.4 yields correct classification rates of 92% for the reference group (i.e., normal, healthy subjects), and 93% for Cancer subjects. A plot based on this cutoff is shown in FIG. 1 and described in the section “Discrimination Plots”.

Statistical Screening Criteria

In order to determine whether a model met the statistical criteria, the following approach was used to compute the incremental p-value for each gene g=1,2, . . . , G as follows:

-   -   i. Let LSQ(0) denote the overall model L-squared output by         Latent GOLD for an unrestricted model.     -   ii. Let LSQ(g) denote the overall model L-squared output by         Latent GOLD for the restricted version of the model where the         effect of gene g is restricted to 0.     -   iii. With 1 degree of freedom, use a ‘components of chi-square'         table to determine the p-value associated with the LR difference         statistic LSQ(g)−LSQ(0).         Note that this approach required estimating g restricted models         as well as 1 unrestricted model.

Discrimination Plots

For a 2-gene model, a discrimination plot consisted of plotting the ΔC_(T) values for each subject in a scatterplot where the values associated with one of the genes served as the vertical axis, the other serving as the horizontal axis. Two different symbols were used for the points to denote whether the subject belongs to group 1 or 2.

A line was appended to a discrimination graph to illustrate how well the 2-gene model discriminated between the 2 groups. The slope of the line was determined by computing the ratio of the ML parameter estimate associated with the gene plotted along the horizontal axis divided by the corresponding estimate associated with the gene plotted along the vertical axis. The intercept of the line was determined as a function of the cutoff point. For the cancer example model based on the 2 genes ALOX5 and S100A6 shown in FIG. 1, the equation for the line associated with the cutoff of 0.4 is ALOX5=7.7+0.58*S100A6. This line provides correct classification rates of 93% and 92% (4 of 57 cancer subjects misclassified and only 4 of 50 reference (i.e., normal) subjects misclassified).

For a 3-gene model, a 2-dimensional slice defined as a linear combination of 2 of the genes was plotted along one of the axes, the remaining gene being plotted along the other axis. The particular linear combination was determined based on the parameter estimates. For example, if a 3^(rd) gene were added to the 2-gene model consisting of ALOX5 and S100A6 and the parameter estimates for ALOX5 and S100A6 were beta(1) and beta(2) respectively, the linear combination beta(1)* ALOX5+beta(2)*S100A6 could be used. This approach can be readily extended to the situation with 4 or more genes in the model by taking additional linear combinations. For example, with 4 genes one might use beta(1)*ALOX5+beta(2)*S100A6 along one axis and beta(3)*gene3+beta(4)*gene4 along the other, or beta(1)*ALOX5+beta(2)*S100A6+beta(3)*gene3 along one axis and gene4 along the other axis. When producing such plots with 3 or more genes, genes with parameter estimates having the same sign were chosen for combination.

Using R² Statistics to Rank Models

The R² in traditional OLS (ordinary least squares) linear regression of a continuous dependent variable can be interpreted in several different ways, such as 1) proportion of variance accounted for, 2) the squared correlation between the observed and predicted values, and 3) a transformation of the F-statistic. When the dependent variable is not continuous but categorical (in our models the dependent variable is dichotomous—membership in the diseased group or reference group), this standard R² defined in terms of variance (see definition 1 above) is only one of several possible measures. The term ‘pseudo R²’ has been coined for the generalization of the standard variance-based R² for use with categorical dependent variables, as well as other settings where the usual assumptions that justify OLS do not apply.

The general definition of the (pseudo) R² for an estimated model is the reduction of errors compared to the errors of a baseline model. For the purpose of the present invention, the estimated model is a logistic regression model for predicting group membership based on 1 or more continuous predictors (ΔC_(T) measurements of different genes). The baseline model is the regression model that contains no predictors; that is, a model where the regression coefficients are restricted to 0. More precisely, the pseudo R² is defined as:

R ²=[Error(baseline)−Error(model)]/Error(baseline)

Regardless how error is defined, if prediction is perfect, Error(model)=0 which yields R²=1. Similarly, if all of the regression coefficients do in fact turn out to equal 0, the model is equivalent to the baseline, and thus R²=0. In general, this pseudo R² falls somewhere between 0 and 1.

When Error is defined in terms of variance, the pseudo R² becomes the standard R². When the dependent variable is dichotomous group membership, scores of 1 and 0, −1 and +1, or any other 2 numbers for the 2 categories yields the same value for R². For example, if the dichotomous dependent variable takes on the scores of 1 and 0, the variance is defined as P*(1−P) where P is the probability of being in 1 group and 1−P the probability of being in the other.

A common alternative in the case of a dichotomous dependent variable, is to define error in terms of entropy. In this situation, entropy can be defined as P*ln(P)*(1−P)*ln(1−P) (for further discussion of the variance and the entropy based R², see Magidson, Jay, “Qualitative Variance, Entropy and Correlation Ratios for Nominal Dependent Variables,” Social Science Research 10 (June), pp. 177-194).

The R² statistic was used in the enumeration methods described herein to identify the “best” gene-model. R² can be calculated in different ways depending upon how the error variation and total observed variation are defined. For example, four different R² measures output by Latent GOLD are based on:

-   a) Standard variance and mean squared error (MSE) -   b) Entropy and minus mean log-likelihood (−MLL) -   c) Absolute variation and mean absolute error (MAE) -   d) Prediction errors and the proportion of errors under modal     assignment (PPE)

Each of these 4 measures equal 0 when the predictors provide zero discrimination between the groups, and equal 1 if the model is able to classify each subject into their actual group with 0 error. For each measure, Latent GOLD defines the total variation as the error of the baseline (intercept-only) model which restricts the effects of all predictors to 0. Then for each, R² is defined as the proportional reduction of errors in the estimated model compared to the baseline model. For the 2-gene cancer example used to illustrate the enumeration methodology described herein, the baseline model classifies all cases as being in the diseased group since this group has a larger sample size, resulting in 50 misclassifications (all 50 normal subjects are misclassified) for a prediction error of 50/107=0.467. In contrast, there are only 10 prediction errors (=10/107=0.093) based on the 2-gene model using the modal assignment rule, thus yielding a prediction error R² of 1−0.093/.467=0.8. As shown in Exhibit 1, 4 normal and 6 cancer subjects would be misclassified using the modal assignment rule. Note that the modal rule utilizes P₀=0.5 as the cutoff. If P₀=0.4 were used instead, there would be only 8 misclassified subjects.

The sample discrimination plot shown in FIG. 1 is for a 2-gene model for cancer based on disease-specific genes. The 2 genes in the model are ALOX5 and S100A6 and only 8 subjects are misclassified (4 blue circles corresponding to normal subjects fall to the right and below the line, while 4 red Xs corresponding to misclassified cancer subjects lie above the line).

To reduce the likelihood of obtaining models that capitalize on chance variations in the observed samples the models may be limited to contain only M genes as predictors in the model. (Although a model may meet the significance criteria, it may overfit data and thus would not be expected to validate when applied to a new sample of subjects.) For example, for M=2, all models would be estimated which contain:

$\begin{matrix} {{A.\mspace{14mu} 1}\text{-}{gene}\text{--}G\mspace{14mu} {such}\mspace{14mu} {models}} & \; \\ {{{B.\mspace{14mu} 2}\text{-}{gene}\mspace{14mu} {models}\text{--}\begin{pmatrix} G \\ 2 \end{pmatrix}} = {G*{\left( {G\text{-}1} \right)/2}\mspace{14mu} {such}\mspace{14mu} {models}}} & \; \\ {{{C.\mspace{14mu} 3}\text{-}{gene}\mspace{14mu} {models}\text{--}\left( {G\; 3} \right)} = {G*\left( {G\text{-}1} \right)*{\left( {G\text{-}2} \right)/6}\mspace{14mu} {such}\mspace{14mu} {models}}} & \; \end{matrix}$

Computation of the Z-statistic

The Z-Statistic associated with the test of significance between the mean ΔC_(T) values for the cancer and normal groups for any gene g was calculated as follows:

-   i. Let LL[g] denote the log of the likelihood function that is     maximized under the logistic regression model that predicts group     membership (Cancer vs. Normal) as a function of the ΔC_(T) value     associated with gene g. There are 2 parameters in this model—an     intercept and a slope. -   ii. Let LL(0) denote the overall model L-squared output by Latent     GOLD for the restricted version of the model where the slope     parameter reflecting the effect of gene g is restricted to 0. This     model has only 1 unrestricted parameter—the intercept. -   iii. With 2−1=1 degree of freedom (the difference in the number of     unrestricted parameters in the models), one can use a ‘components of     chi-square’ table to determine the p-value associated with the Log     Likelihood difference statistic     LLDiff=−2*(LL[0]−LL[g])=2*(LL[g]−LL[0]). -   iv. Since the chi-squared statistic with 1 df is the square of a     Z-statistic, the magnitude of the Z-statistic can be computed as the     square root of the LLDiff. The sign of Z is negative if the mean     ΔC_(T) value for the cancer group on gene g is less than the     corresponding mean for the normal group, and positive if it is     greater. -   v. These Z-statistics can be plotted as a bar graph. The length of     the bar has a monotonic relationship with the p-value.

TABLE B ΔC_(T) Values and Model Predicted Probability of Cancer for Each Subject ALOX5 S100A6 P Group 13.92 16.13 1.0000 Cancer 13.90 15.77 1.0000 Cancer 13.75 15.17 1.0000 Cancer 13.62 14.51 1.0000 Cancer 15.33 17.16 1.0000 Cancer 13.86 14 61 1.0000 Cancer 14.14 15.09 1.0000 Cancer 13.49 13.60 0.9999 Cancer 15.24 16.61 0.9999 Cancer 14.03 14.45 0.9999 Cancer 14.98 16.05 0.9999 Cancer 13.95 14.25 0.9999 Cancer 14.09 14.13 0.9998 Cancer 15.01 15.69 0.9997 Cancer 14.13 14.15 0.9997 Cancer 14.37 14.43 0.9996 Cancer 14.14 13.88 0.9994 Cancer 14.33 14.17 0.9993 Cancer 14.97 15.06 0.9988 Cancer 14.59 14.30 0.9984 Cancer 14.45 13.93 0.9978 Cancer 14.40 13.77 0.9972 Cancer 14.72 14.31 0.9971 Cancer 14.81 14.38 0.9963 Cancer 14.54 13.91 0.9963 Cancer 14.88 14.48 0.9962 Cancer 14.85 14.42 0.9959 Cancer 15.40 15.30 0.9951 Cancer 15.58 15.60 0.9951 Cancer 14.82 14.28 0.9950 Cancer 14.78 14.06 0.9924 Cancer 14.68 13.88 0.9922 Cancer 14.54 13.64 0.9922 Cancer 15.86 15.91 0.9920 Cancer 15.71 15.60 0.9908 Cancer 16.24 16.36 0.9858 Cancer 16.09 15.94 0.9774 Cancer 15.26 14.41 0.9705 Cancer 14.93 13.81 0.9693 Cancer 15.44 14.67 0.9670 Cancer 15.69 15.08 0.9663 Cancer 15.40 14.54 0.9615 Cancer 15.80 15.21 0.9586 Cancer 15.98 15.43 0.9485 Cancer 15.20 14.08 0.9461 Normal 15.03 13.62 0.9196 Cancer 15.20 13.91 0.9184 Cancer 15.04 13.54 0.8972 Cancer 15.30 13.92 0.8774 Cancer 15.80 14.68 0.8404 Cancer 15.61 14.23 0.7939 Normal 15.89 14.64 0.7577 Normal 15.44 13.66 0.6445 Cancer 16.52 15.38 0.5343 Cancer 15.54 13.67 0.5255 Normal 15.28 13.11 0.4537 Cancer 15.96 14.23 0.4207 Cancer 15.96 14.20 0.3928 Normal 16.25 14.69 0.3887 Cancer 16.04 14.32 0.3874 Cancer 16.26 14.71 0.3863 Normal 15.97 14.18 0.3710 Cancer 15.93 14.06 0.3407 Normal 16.23 14.41 0.2378 Cancer 16.02 13.91 0.1743 Normal 15.99 13.78 0.1501 Normal 16.74 15.05 0.1389 Normal 16.66 14.90 0.1349 Normal 16.91 15.20 0.0994 Normal 16.47 14.31 0.0721 Normal 16.63 14.57 0.0672 Normal 16.25 13.90 0.0663 Normal 16.82 14.84 0.0596 Normal 16.75 14.73 0.0587 Normal 16.69 14.54 0.0474 Normal 17.13 15.25 0.0416 Normal 16.87 14.72 0.0329 Normal 16.35 13.76 0.0285 Normal 16.41 13.83 0.0255 Normal 16.68 14.20 0.0205 Normal 16.58 13.97 0.0169 Normal 16.66 14.09 0.0167 Normal 16.92 14.49 0.0140 Normal 16.93 14.51 0.0139 Normal 17.27 15.04 0.0123 Normal 16.45 13.60 0.0116 Normal 17.52 15.44 0.0110 Normal 17.12 14.46 0.0051 Normal 17.13 14.46 0.0048 Normal 16.78 13.86 0.0047 Normal 17.10 14.36 0.0041 Normal 16.75 13.69 0.0034 Normal 17.27 14.49 0.0027 Normal 17.07 14.08 0.0022 Normal 17.16 14.08 0.0014 Normal 17.50 14.41 0.0007 Normal 17.50 14.18 0.0004 Normal 17.45 14.02 0.0003 Normal 17.53 13.90 0.0001 Normal 18.21 15.06 0.0001 Normal 17.99 14.63 0.0001 Normal 17.73 14.05 0.0001 Normal 17.97 14.40 0.0001 Normal 17.98 14.35 0.0001 Normal 18.47 15.16 0.0001 Normal 18.28 14.59 0.0000 Normal 18.37 14.71 0.0000 Normal

Example 3 Precision Profile™ for Lung Cancer Gene Expression Profiles for Stage 1 and Stage 2 Lung Cancer:

Custom primers and probes were prepared for the targeted 113 genes shown in the Precision Profile™ for Lung Cancer (shown in Table 1), selected to be informative relative to biological state of lung cancer patients. Gene expression profiles for the 113 lung cancer specific genes were analyzed using the 19 RNA samples obtained from stage 1 and stage 2 lung cancer subjects, and the 50 RNA samples obtained from normal subjects, as described in Example 1.

Logistic regression models yielding the best discrimination between subjects diagnosed with stage 1 and stage 2 lung cancer and normal subjects were generated using the enumeration and classification methodology described in Example 2. A listing of all 1 and 2-gene logistic regression models capable of distinguishing between subjects diagnosed with stage 1 and stage 2 lung cancer and normal subjects with at least 75% accuracy is shown in Table 1A, (read from left to right).

As shown in Table 1A, the 1 and 2-gene models are identified in the first two columns on the left side of Table 1A, ranked by their entropy R² value (shown in column 3, ranked from high to low). The number of subjects correctly classified or misclassified by each 1 or 2-gene model for each patient group (i.e., normal vs. lung cancer) is shown in columns 4-7. The percent normal subjects and percent lung cancer subjects correctly classified by the corresponding gene model is shown in columns 8 and 9. The incremental p-value for each first and second gene in the 1 or 2-gene model is shown in columns 10-11 (note p-values smaller than 1×10⁻¹⁷ are reported as ‘0’). The total number of RNA samples analyzed in each patient group (i.e., normals vs. lung cancer), after exclusion of missing values, is shown in columns 12 and 13. The values missing from the total sample number for normal and/or lung cancer subjects shown in columns 12 and 13 correspond to instances in which values were excluded from the logistic regression analysis due to reagent limitations and/or instances where replicates did not meet quality metrics.

For example, the “best” logistic regression model (defined as the model with the highest entropy R² value, as described in Example 2) based on the 113 genes included in the Precision Profile™ for Lung Cancer is shown in the first row of Table 1A, read left to right. The first row of Table 1A lists a 2-gene model, EGR1 and HOXA5, capable of classifying normal subjects with 94% accuracy, and stage 1/stage 2 lung cancer subjects with 94.7% accuracy. Each of the 50 normal RNA samples and the 19 stage 1/stage 2 lung cancer RNA samples were analyzed for this 2-gene model, no values were excluded. As shown in Table 1A, this 2-gene model correctly classifies 47 of the normal subjects as being in the normal patient population, and misclassifies 3 of the normal subjects as being in the stage 1/stage 2 lung cancer patient population. This 2-gene model correctly classifies 18 of the stage 1/stage 2 lung cancer subjects as being in the lung cancer patient population, and misclassifies only 1 of the stage 1/stage 2 lung cancer subjects as being in the normal patient population. The p-value for the first gene, EGR1, is 1.1E-13, the incremental p-value for the second gene, HOXA5 is 0.0012.

A discrimination plot of the 2-gene model, EGR1 and HOXA5, is shown in FIG. 2. As shown in FIG. 2, the normal subjects are represented by circles, whereas the stage 1/stage 2 lung cancer subjects are represented by X's. The line appended to the discrimination graph in FIG. 2 illustrates how well the 2-gene model discriminates between the 2 groups. Values above the line represent subjects predicted by the 2-gene model to be in the normal population. Values below the line represent subjects predicted to be in the stage 1/stage 2 lung cancer population. As shown in FIG. 2, only 3 normal subjects (circles) and 1 stage 1/stage 2 lung cancer subject (X's) are classified in the wrong patient population.

The following equation describes the discrimination line shown in FIG. 2:

EGR1=8.4277+0.4245*HOXA5

The intercept (alpha) and slope (beta) of the discrimination line was computed as follows. A cutoff of 0.35995 was used to compute alpha (equals −0.57558 in logit units).

Subjects below this discrimination line have a predicted probability of being in the diseased group higher than the cutoff probability of 0.35995.

The intercept C₀=8.4277 was computed by taking the difference between the intercepts for the 2 groups [18.9578−(−18.9578)=37.9156) and subtracting the log-odds of the cutoff probability (−0.57558). This quantity was then multiplied by −1/X where X is the coefficient for EGR1 (−4.5672).

A ranking of the top 88 lung cancer specific genes for which gene expression profiles were obtained, from most to least significant, is shown in Table 1B. Table 1B summarizes the results of significance tests (Z-statistic and p-values) for the difference in the mean expression levels for normal subjects and subjects suffering from stage 1/stage 2 lung cancer. A negative Z-statistic means that the ΔC_(T) for the stage 1/stage 2 lung cancer subjects is less than that of the normals, i.e., genes having a negative Z-statistic are up-regulated in stage 1/stage 2 lung cancer subjects as compared to normal subjects. A positive Z-statistic means that the ΔC_(T) for the stage 1/stage 2 lung cancer subjects is higher than that of of the normals, i.e., genes with a positive Z-statistic are down-regulated in stage 1/stage 2 lung cancer subjects as compared to normal subjects.

The expression values (ΔC_(T)) for the 2-gene model, EGR1 and HOXA5, for each of the 19 stage 1/stage 2 lung cancer samples and 50 normal subject samples used in the analysis, and their predicted probability of having stage 1/stage 2 lung cancer, is shown in Table 1C. As shown in Table 1C, the predicted probability of a subject having stage 1/stage 2 lung cancer, based on the 2-gene model EGR1 and HOXA5 is based on a scale of 0 to 1, “0” indicating no stage 1/stage 2 lung cancer (i.e., normal healthy subject), “1” indicating the subject has stage 1/stage 2 lung cancer. This predicted probability can be used to create a lung cancer index based on the 2-gene model EGR1 and HOXA5, that can be used as a tool by a practitioner (e.g., primary care physician, oncologist, etc.) for diagnosis of stage 1 or stage 2 lung cancer and to ascertain the necessity of future screening or treatment options.

Gene Expression Profiles for Stage 3 Lung Cancer:

Using the custom primers and probes prepared for the targeted 113 genes shown in the Precision Profile™ for Lung Cancer (shown in Table 1), gene expression profiles were analyzed using the 30 RNA samples obtained from stage 3 lung cancer subjects, and the 50 RNA samples obtained from the normal subjects, as described in Example 1.

Logistic regression models yielding the best discrimination between subjects diagnosed with stage 3 lung cancer and normal subjects were generated using the enumeration and classification methodology described in Example 2. A listing of all 1 and 2-gene logistic regression models ‘capable of distinguishing between subjects diagnosed with stage 3 lung cancer and normal subjects with at least 75% accuracy is shown in Table 1D, (read from left to right, and interpreted as described above for Table 1A).

For example, the “best” logistic regression model (defined as the model with the highest entropy R² value, as described in Example 2) based on the 113 genes included in the Precision Profile™ for Lung Cancer is shown in the first row of Table 1D. The first row of Table 1D lists a 2-gene model, CCND1 and EGR1, capable of classifying normal subjects with 90% accuracy, and stage 3 lung cancer subjects with 93.3% accuracy. Each of the 50 normal RNA samples and the 30 stage 3 lung cancer RNA samples were analyzed for this 2-gene model, no values were excluded. As shown in Table 1D, this 2-gene model correctly classifies 45.of the normal subjects as being in the normal patient population, and misclassifies 5 of the normal subjects as being in the stage 3 lung cancer patient population. This 2-gene model correctly classifies 28 of the stage 3 lung cancer subjects as being in the lung cancer patient population, and misclassifies only 2 of the stage 3 lung cancer subjects as being in the normal patient population. The p-value for the first gene, CCND1, is 0.0012, the incremental p-value for the second gene, EGR1, is smaller than 1×10⁻¹⁷ (reported as 0).

A discrimination plot of the 2-gene model, CCND1 and EGR1, is shown in FIG. 3. As shown in FIG. 3, the normal subjects are represented by circles, whereas the stage 3 lung cancer subjects are represented by X's. The line appended to the discrimination graph in FIG. 3 illustrates how well the 2-gene model discriminates between the 2 groups. Values to the right of the line represent subjects predicted by the 2-gene model to be in the normal population. Values to the left of line represent subjects predicted to be in the stage 3 lung cancer population. As shown in FIG. 3, only 4 normal subjects (circles) and 2 stage 3 lung cancer subjects (X's) are classified in the to wrong patient population.

The following equation describes the discrimination line shown in FIG. 3:

CCND1=−42.6206+3.437836*EGR1

The intercept (alpha) and slope (beta) of the discrimination line was computed as follows. A cutoff of 0.30925 was used to compute alpha (equals −0.80363 in logit units).

Subjects to the left of this discrimination line have a predicted probability of being in the diseased group higher than the cutoff probability of 0.30925.

The intercept C₀=42.6206 was computed by taking the difference between the intercepts for the 2 groups [38.8667−(−38.8667)=77.7334] and subtracting the log-odds of the cutoff probability (−0.80363). This quantity was then multiplied by −1/X where X is the coefficient for CCND1 (1.8427).

A ranking of the top 88 lung cancer specific genes for which gene expression profiles were obtained, from most to least significant, is shown in Table 1E. Table 1E summarizes the results of significance tests (Z-statistic and p-values) for the difference in the mean expression levels for normal subjects and subjects suffering from stage 3 lung cancer. A negative Z-statistic means that the ΔC_(T) for the stage 3 lung cancer subjects is less than that of the normals, i.e., genes having a negative Z-statistic are up-regulated in stage 3 lung cancer subjects as compared to normal subjects. A positive Z-statistic means that the ΔC_(T) for the stage 3 lung cancer subjects is higher than that of of the normals, i.e., genes with a positive Z-statistic are down-regulated in stage 3 lung cancer subjects as compared to normal subjects.

The expression values (ΔC_(T)) for the 2-gene model, CCND1 and EGR1, for each of the 30 stage 3 lung cancer samples and 50 normal subject samples used in the analysis, and their predicted probability of having stage 3 lung cancer, is shown in Table 1F. As shown in Table 1F, the predicted probability of a subject having stage 3 lung cancer, based on the 2-gene model CCND1 and EGR1 is based on a scale of 0 to 1, “0” indicating no stage 3 lung cancer (i.e., normal healthy subject), “1” indicating the subject has stage 3 lung cancer. This predicted probability can be used to create a lung cancer index based on the 2-gene model CCND1 and EGR1, that can be used as a tool by a practitioner (e.g., primary care physician, oncologist, etc.) for diagnosis of stage 3 lung cancer and to ascertain the necessity of future screening or treatment options.

Gene Expression Profiles for Lung Cancer-All Stages:

Using the custom primers and probes prepared for the targeted 113 genes shown in the Precision Profile™ for Lung Cancer (shown in Table 1), gene expression profiles were analyzed using the 49 RNA samples obtained from all stages of the newly diagnosed lung cancer subjects, and the 50 RNA samples obtained from the normal subjects, as described in Example 1.

Logistic regression models yielding the best discrimination between subjects diagnosed with lung cancer (all stages) and normal subjects were generated using the enumeration and classification methodology described in Example 2. A listing of all 1 and 2-gene logistic regression models capable of distinguishing between subjects diagnosed with lung cancer (all stages) and normal subjects with at least 75% accuracy is shown in Table 1G, (read from left to right, and interpreted as described above for Table 1A).

For example, the “best” logistic regression model (defined as the model with the highest entropy R² value, as described in Example 2) based on the 113 genes included in the Precision Profile™ for Lung Cancer is shown in the first row of Table 1G. The first row of Table 1G lists a 2-gene model, EGR1 and ERBB2, capable of classifying normal subjects with 88% accuracy, and lung cancer (all stages) subjects with 89.8% accuracy. Each of the 50 normal RNA samples and the 49 lung cancer (all stages) RNA samples were analyzed for this 2-gene model, no values were excluded. As shown in Table 1G, this 2-gene model correctly classifies 44 of the normal subjects as being in the normal patient population, and misclassifies 6 of the normal subjects as being in the lung cancer (all stages) patient population. This 2-gene model correctly classifies 44 of the lung cancer (all stages) subjects as being in the lung cancer patient population, and misclassifies only 5 of the lung cancer (all stages) subjects as being in the normal patient population. The p-value for the first gene, EGR1, is smaller than 1×10⁻¹⁷ (reported as 0), the incremental p-value for the second gene, ERBB2, is 0.0019.

A discrimination plot of the 2-gene model, EGR1 and ERBB2, is shown in FIG. 4. As shown in FIG. 4, the normal subjects are represented by circles, whereas the lung cancer (all stages) subjects are represented by X's. The line appended to the discrimination graph in FIG. 4 illustrates how well the 2-gene model discriminates between the 2 groups. Values above and to the left of the line represent subjects predicted by the 2-gene model to be in the normal population. Values below and to the right of line represent subjects predicted to be in the lung cancer (all stages) population. As shown in FIG. 4, 6 normal subjects (circles) and 4 lung cancer (all stages) subjects (X's) are classified in the wrong patient population.

The following equation describes the discrimination line shown in FIG. 4:

EGR1=10.21136+0.402782*ERBB2

The intercept (alpha) and slope (beta) of the discrimination line was computed as follows. A cutoff of 0.3707 was used to compute alpha (equals −0.52921 in logit units).

Subjects below and to the right of this discrimination line have a predicted probability of being in the diseased group higher than the cutoff probability of 0.3707.

The intercept C₀=10:21136 was computed by taking the difference between the intercepts for the 2 groups [26.4907−(−26.4907)=52.9814] and subtracting the log-odds of the cutoff probability (−0.52921). This quantity was then multiplied by −1/X where X is the coefficient for EGR1 (−5.2403).

A ranking of the top 88 lung cancer specific genes for which gene expression profiles were obtained, from most to least significant, is shown in Table 1H. Table 1H summarizes the results of significance tests (Z-statistic and p-values) for the difference in the mean expression levels for normal subjects and subjects suffering from lung cancer (all stages). A negative Z-statistic means that the ΔC_(T) for the lung cancer.(all stages) subjects is less than that of the normals, i.e., genes having a negative Z-statistic are up-regulated in lung cancer (all stages) subjects as compared to normal subjects. A positive Z-statistic means that the ΔC_(T) for the lung cancer (all stages) subjects is higher than that of of the normals, i.e., genes with a positive Z-statistic are down-regulated in lung cancer (all stages) subjects as compared to normal subjects. FIG. 5 shows a graphical representation of the Z-statistic for each of the 88 genes shown in Table 1H, indicating which genes are up-regulated and down-regulated in lung cancer subjects (all stages) as compared to normal subjects.

The expression values (ΔC_(T)) for the 2-gene model, EGR1 and ERBB2 for each of the 49 lung cancer (all stages) samples and 50 normal subject samples used in the analysis, and their predicted probability of having lung cancer (all stages), is shown in Table 1I. As shown in Table 1I, the predicted probability of a subject having lung cancer (all stages), based on the 2-gene model EGR1 and ERBB2 is based on a scale of 0 to 1, “0” indicating no lung cancer (all stages) (i.e., normal healthy subject), “1” indicating the subject has lung cancer (all stages). A graphical representation of the predicted probabilities of a subject having lung cancer (all stages) (i.e., a lung cancer index), based on this 2-gene model, is shown in FIG. 6. Such an index can be used as a tool by a practitioner (e.g., primary care physician, oncologist, etc.) for diagnosis of lung cancer (all stages) and to ascertain the necessity of future screening or treatment options.

Example 4 Precision Profile™ for Inflammatory Response Gene Expression Profiles for Stage 1 and Stage 2 Lung Cancer:

Custom primers and probes were prepared for the targeted 72 genes shown in the Precision Profile™ for Inflammatory Response (shown in Table 2), selected to be informative relative to biological state of inflammation and cancer. Gene expression profiles for the 72 inflammatory response genes were analyzed using the 19 RNA samples obtained from stage 1 and stage 2 lung cancer subjects, and the 50 RNA samples obtained from normal subjects, as described in Example 1.

Logistic regression models yielding the best discrimination between subjects diagnosed with stage 1 and stage 2 lung cancer and normal subjects were generated using the enumeration and classification methodology described in Example 2. A listing of all 1 and 2-gene logistic regression models capable of distinguishing between subjects diagnosed with stage 1 and stage 2 lung cancer and normal subjects with at least 75% accuracy is shown in Table 2A, (read from left to right).

As shown in Table 2A, the 1 and 2-gene models are identified in the first two columns on the left side of Table 2A, ranked by their entropy R² value (shown in column 3, ranked from high to low). The number of subjects correctly classified or misclassified by each 1 or 2-gene model for each patient group (i.e., normal vs. lung cancer) is shown in columns 4-7. The percent normal subjects and percent lung cancer subjects correctly classified by the corresponding gene model is shown in columns 8 and 9. The incremental p-value for each first and second gene in the 1 or 2-gene model is shown in columns 10-11 (note p-values smaller than 1×10⁻¹⁷ are reported as ‘0’). The total number of RNA samples analyzed in each patient group (i.e., normals vs. lung cancer), after exclusion of missing values, is shown in columns 12 and 13. The values missing from the total sample number for normal and/or lung cancer subjects shown in columns 12 and 13 correspond to instances in which values were excluded from the logistic regression analysis due to reagent limitations and/or instances where replicates did not meet quality metrics.

For example, the “best” logistic regression model (defined as the model with the highest entropy R² value, as described in Example 2) based on the 72 genes included in the Precision Profile™ for Inflammatory Response is shown in the first row of Table 2A, read left to right. The first row of Table 2A lists a 2-gene model, ELA2 and IL10, capable of classifying normal subjects with 86% accuracy, and stage 1/stage 2 lung cancer subjects with 89.5% accuracy. Each of the 50 normal RNA samples and the 19 stage 1/stage 2 lung cancer RNA samples were analyzed for this 2-gene model, no values were excluded. As shown in Table 2A, this 2-gene model correctly classifies 43 of the normal subjects as being in the normal patient population, and misclassifies 7 of the normal subjects as being in the stage 1/stage 2 lung cancer patient population. This 2-gene model correctly classifies 17 of the stage l/stage 2 lung cancer subjects as being in the lung cancer patient population, and misclassifies only 2 of the stage 1/stage 2 lung cancer subjects as being in the normal patient population. The p-value for the first gene, ELA2, is 6.5E-06, the incremental p-value for the second gene, IL10, is 3.2E-08.

A discrimination plot of the 2-gene model, ELA2 and IL10, is shown in FIG. 7. As shown in FIG. 7, the normal subjects are represented by circles, whereas the stage 1/stage 2 lung cancer subjects are represented by X's. The line appended to the discrimination graph in FIG. 7 illustrates how well the 2-gene model discriminates between the 2 groups. Values to the right of the line represent subjects predicted by the 2-gene model to be in the normal population. Values to the left of the line represent subjects predicted to be in the stage 1/stage 2 lung cancer population. As shown in FIG. 7, 7 normal subjects (circles) and 2 stage 1/stage 2 lung cancer subjects (X's) are classified in the wrong patient population.

The following equation describes the discrimination line shown in FIG. 7:

ELA2=75.8965−2.60451*IL10

The intercept (alpha) and slope (beta) of the discrimination line was computed as follows. A cutoff of 0.2485 was used to compute alpha (equals −1.10663 in logit units).

Subjects to the left of this discrimination line have a predicted probability of being in the diseased group higher than the cutoff probability of 0.2485.

The intercept C₀=75.8965 was computed by taking the difference between the intercepts for the 2 groups [68.5125−(−68.5125)=137.025] and subtracting the log-odds of the cutoff probability (−1.10663). This quantity was then multiplied by −1/X where X is the coefficient for ELA2 (−1.82).

A ranking of the top 68 inflammatory response specific genes for which gene expression profiles were obtained, from most to least significant, is shown in Table 2B. Table 2B summarizes the results of significance tests (p-values) for the difference in the mean expression levels for normal subjects and subjects suffering from stage 1/stage 2 lung cancer.

The expression values (ΔC_(T)) for the 2-gene model, ELA2 and IL10, for each of the 19 stage 1/stage 2 lung cancer samples and 50 normal subject samples used in the analysis, and their predicted probability of having stage 1/stage 2 lung cancer, is shown in Table 2C. As shown in Table 2C, the predicted probability of a subject having stage 1/stage 2 lung cancer, based on the 2-gene model ELA2 and IL10 is based on a scale of 0 to 1, “0” indicating no stage 1/stage 2 lung cancer (i.e., normal healthy subject), “1” indicating the subject has stage 1/stage 2 lung cancer. This predicted probability can be used to create a lung cancer index based on the 2-gene model ELA2 and IL10, that can be used as a tool by a practitioner (e.g., primary care physician, oncologist, etc.) for diagnosis of stage 1 or stage 2 lung cancer and to ascertain the necessity of future screening or treatment options.

Gene Expression Profiles for Stage 3 Lung Cancer:

Using the custom primers and probes prepared for the targeted 72 genes shown in the Precision Profile™ for Inflammatory Response (shown in Table 2), gene expression profiles were analyzed using the 30 RNA samples obtained from stage 3 lung cancer subjects, and the 50 RNA samples obtained from the normal subjects, as described in Example 1.

Logistic regression models yielding the best discrimination between subjects diagnosed with stage 3 lung cancer and normal subjects were generated using the enumeration and classification methodology described in Example 2. A listing of all 1 and 2-gene logistic regression models capable of distinguishing between subjects diagnosed with stage 3 lung cancer and normal subjects with at least 75% accuracy is shown in Table 2D, (read from left to right, and interpreted as described above for Table 2A).

For example, the “best” logistic regression model (defined as the model with the highest entropy R² value, as described in Example 2) based on the 72 genes included in the Precision Profile™ for Inflammatory Response is shown in the first row of Table 2D. The first row of Table 2D lists a 2-gene model, EGR1 and TNFRSF13B, capable of classifying normal subjects with 92% accuracy, and stage 3 lung cancer subjects with 93.3% accuracy. Each of the 50 normal RNA samples and the 30 stage 3 lung cancer RNA samples were analyzed for this 2-gene model, no values were excluded. As shown in Table 2D, this 2-gene model correctly classifies 46 of the normal subjects as being in the normal patient population, and misclassifies 4 of the normal subjects as being in the stage 3 lung cancer patient population. This 2-gene model correctly classifies 28 of the stage 3 lung cancer subjects as being in the lung cancer patient population, and misclassifies only 2 of the stage 3 lung cancer subjects as being in the normal patient population. The p-value for the first gene, EGR1, is smaller than 1×10⁻¹⁷ (reported as 0), the incremental p-value for the second gene TNFRSF13B is 0.0016.

A discrimination plot of the 2-gene model, EGR1 and TNFRSF13B, is shown in FIG. 8. As shown in FIG. 8, the normal subjects are represented by circles, whereas the stage 3 lung cancer subjects are represented by X's. The line appended to the discrimination graph in FIG. 8 illustrates how well the 2-gene model discriminates between the 2 groups. Values above the line represent subjects predicted by the 2-gene model to be in the normal population. Values below line represent subjects predicted to be in the stage 3 lung cancer population. As shown in FIG. 8, only 4 normal subjects (circles) and 2 stage 3 lung cancer subjects (X's) are classified in the wrong patient population.

The following equation describes the discrimination line shown in FIG. 8:

EGR1=12.21162+0.316035*TNFRSF13B

The intercept (alpha) and slope (beta) of the discrimination line was computed as follows. A cutoff of 0.3578 was used to compute alpha (equals −0.5849256 in logit units).

Subjects below this discrimination line have a predicted probability of being in the diseased group higher than the cutoff probability of 0.3578.

The intercept C₀=12.21162 was computed by taking the difference between the intercepts for the 2 groups [38.8867−(−38.8867)=77.7734] and subtracting the log-odds of the cutoff probability (−0.5849256). This quantity was then multiplied by −1/X where X is the coefficient for EGR1(−6.4167).

A ranking of the top 68 inflammatory response specific genes for which gene expression profiles were obtained, from most to least significant, is shown in Table 2E. Table 2E summarizes the results of significance tests (p-values) for the difference in the mean expression levels for normal subjects and subjects suffering from stage 3 lung cancer.

The expression values (ΔC_(T)) for the 2-gene model, EGR1 and TNFRSF13B, for each of the 30 stage 3 lung cancer samples and 50 normal subject samples used in the analysis, and their predicted probability of having stage 3 lung cancer, is shown in Table 2F. As shown in Table 2F, the predicted probability of a subject having stage 3 lung cancer, based on the 2-gene model EGR1 and TNFRSF13B is based on a scale of 0 to 1, “0” indicating no stage 3 lung cancer (i.e., normal healthy subject), “1” indicating the subject has stage 3 lung cancer. This predicted probability can be used to create a lung cancer index based on the 2-gene model EGR1 and TNFRSF13B, that can be used as a tool by a practitioner (e.g., primary care physician, oncologist, etc.) for diagnosis of stage 3 lung cancer and to ascertain the necessity of future screening or treatment options.

Gene Expression Profiles for Lung Cancer-All Stages:

Using the custom primers and probes prepared for the targeted 72 genes shown in the Precision Profile™ for Inflammatory Response (shown m Table 2), gene expression profiles were analyzed using the 49 RNA samples obtained from all stages of the newly diagnosed lung cancer subjects, and the 50 RNA samples obtained from the normal subjects, as described in Example 1.

Logistic regression models yielding the best discrimination between subjects diagnosed with lung cancer (all stages) and normal subjects were generated using the enumeration and classification methodology described in Example 2. A listing of all 1 and 2-gene logistic regression models capable of distinguishing between subjects diagnosed with lung cancer (all stages) and normal subjects with at least 75% accuracy is shown in Table 2G, (read from left to right, and interpreted as described above for Table 2A).

For example, the “best” logistic regression model (defined as the model with the highest entropy R² value, as described in Example 2) based on the 72 genes included in the Precision Profile™ for Inflammatory Response is shown in the first row of Table 2G. The first row of Table 2G lists a 2-gene model, EGR1 and IL-10, capable of classifying normal subjects with 92% accuracy, and lung cancer (all stages) subjects with 91.8% accuracy. Each of the 50 normal RNA samples and the 49 lung cancer (all stages) RNA samples were analyzed for this 2-gene model, no values were excluded. As shown in Table 2G, this 2-gene model correctly classifies 46 of the normal subjects as being in the normal patient population, and misclassifies 4 of the normal subjects as being in the lung cancer (all stages) patient population. This 2-gene model correctly classifies 45 of the lung cancer (all stages) subjects as being in the lung cancer patient population, and misclassifies only 4 of the lung cancer (all stages) subjects as being in the normal patient population. The p-value for the first gene, EGR1, is 2.4E-06, the incremental p-value for the second gene, IL10, is 0.0002.

A discrimination plot of the 2-gene model, EGR1 and IL10, is shown in FIG. 9. As shown in FIG. 9, the normal subjects are represented by circles, whereas the lung cancer (all stages) subjects are represented by X's. The line appended to the discrimination graph in FIG. 9 illustrates how well the 2-gene model discriminates between the 2 groups. Values above and to the right of the line represent subjects predicted by the 2-gene model to be in the normal population. Values below and to the left of line represent subjects predicted to be in the lung cancer (all stages) population. As shown in FIG. 9, 4 normal subjects (circles) and 2 lung cancer (all stages) subjects (X's) are classified in the wrong patient population.

The following equation describes the discrimination line shown in FIG. 9:

EGR1=32.38033−0.65546*IL10

The intercept (alpha) and slope (beta) of the discrimination line was computed as follows. A cutoff of 0.61355 was used to compute alpha (equals 0.462259 in logit units).

Subjects below and to the left of this discrimination line have a predicted probability of being in the diseased group higher than the cutoff probability of 0.61355.

The intercept C₀=32.38033 was computed by taking the difference between the intercepts for the 2 groups [43.7681−(−43.7681)=87.5362] and subtracting the log-odds of the cutoff probability (0.462259). This quantity was then multiplied by −1/X where X is the coefficient for EGR1 (−2.6891).

A ranking of the top 68 inflammatory response specific genes for which gene expression profiles were obtained, from most to least significant, is shown in Table 2H. Table 2H summarizes the results of significance tests (p-values) for the difference in the mean expression levels for normal subjects and subjects suffering from lung cancer (all stages).

The expression values (ΔC_(T)) for the 2-gene model, EGR1 and IL10 for each of the 49 lung cancer (all stages) samples and 50 normal subject samples used in the analysis, and their predicted probability of having lung cancer (all stages), is shown in Table 2I. As shown in Table 2I, the predicted probability of a subject having lung cancer (all stages), based on the 2-gene model EGR1 and IL10 is based on a scale of 0 to 1, “0” indicating no lung cancer (all stages) (i.e., normal healthy subject), “1” indicating the subject has lung cancer (all stages). This predicted probability can be used to create a lung cancer index based on the 2-gene model EGR1 and IL10, that can be used as a tool by a practitioner (e.g., primary care physician, oncologist, etc.) for diagnosis of lung cancer (all stages) and to ascertain the necessity of future screening or treatment options.

Example 5 Human Cancer General Precision Profile™ Gene Expression Profiles for Stage 1 and Stage 2 Lung Cancer:

Custom primers and probes were prepared for the targeted 91 genes shown in the Human Cancer Precision Profile™ (shown in Table 3), selected to be informative relative to the biological condition of human cancer, including but not limited to breast, ovarian, cervical, prostate, lung, colon, and skin cancer. Gene expression profiles for these 91 genes were analyzed using the 19 RNA samples obtained from stage 1 and stage 2 lung cancer subjects, and the 50 RNA samples obtained from normal subjects, as described in Example 1.

Logistic regression models yielding the best discrimination between subjects diagnosed with stage 1 and stage 2 lung cancer and normal subjects were generated using the enumeration and classification methodology described in Example 2. A listing of all 1 and 2-gene logistic regression models capable of distinguishing between subjects diagnosed with stage 1 and stage 2 lung cancer and normal subjects with at least 75% accuracy is shown in Table 3A, (read from left to right).

As shown in Table 3A, the 1 and 2-gene models are identified in the first two columns on the left side of Table 3A, ranked by their entropy R² value (shown in column 3, ranked from high to low). The number of subjects correctly classified or misclassified by each 1 or 2-gene model for each patient group (i.e., normal vs. lung cancer) is shown in columns 4-7. The percent normal subjects and percent lung cancer subjects correctly classified by the corresponding gene model is shown in columns 8 and 9. The incremental p-value for each first and second gene in the 1 or 2-gene model is shown in columns 10-11 (note p-values smaller than 1×10⁻¹⁷ are reported as ‘0’). The total number of RNA samples analyzed in each patient group (i.e., normals vs. lung cancer), after exclusion of missing values, is shown in columns 12 and 13. The values missing from the total sample number for normal and/or lung cancer subjects shown in columns 12 and 13 correspond to instances in which values were excluded from the logistic regression analysis due to reagent limitations and/or instances where replicates did not meet quality metrics.

For example, the “best” logistic regression model (defined as the model with the highest entropy R² value, as described in Example 2) based on the 91 genes included in the Human Cancer Precision Profile™ (shown in Table 3) is shown in the first row of Table 3A, read left to right. The first row of Table 3A lists a 2-gene model, EGR1 and IFNG, capable of classifying normal subjects with 94% accuracy, and stage 1/stage 2 lung cancer subjects with 94.7% accuracy. Each of the 50 normal RNA samples and the 19 stage 1/stage 2 lung cancer RNA samples were analyzed for this 2-gene model, no values were excluded. As shown in Table 3A, this 2-gene model correctly classifies 47 of the normal subjects as being in the normal patient population, and misclassifies 3 of the normal subjects as being in the stage 1/stage 2 lung cancer patient population. This 2-gene model correctly classifies 18 of the stage 1/stage 2 lung cancer subjects as being in the lung cancer patient population, and misclassifies only 1 of the stage 1/stage 1 lung cancer subjects as being in the normal patient population. The p-value for the first gene, EGR1, is 4.8E-12, the incremental p-value for the second gene, IFNG is 0.0047.

A discrimination plot of the 2-gene model, EGR1 and IFNG, is shown in FIG. 10. As shown in FIG. 10, the normal subjects are represented by circles, whereas the stage 1/stage 2 lung cancer subjects are represented by X's. The line appended to the discrimination graph in FIG. 10 illustrates how well the 2-gene model discriminates between the 2 groups. Values above and to the right of the line represent subjects predicted by the 2-gene model to be in the normal population. Values below and to the left of the line represent subjects predicted to be in the stage 1/stage 2 lung cancer population. As shown in FIG. 10, 3 normal subjects (circles) and 1 stage 1/stage 2 lung cancer subject (X's) are classified in the wrong patient population.

The following equation describes the discrimination line shown in FIG. 10:

EGR1=26.20307−0.30295*IFNG

The intercept (alpha) and slope (beta) of the discrimination line was computed as follows. A cutoff of 0.1974 was used to compute alpha (equals −1.40262 in logit units).

Subjects below and to the left of this discrimination line have a predicted probability of being in the diseased group higher than the cutoff probability of 0.1974.

The intercept C₀=26.20307 was computed by taking the difference between the intercepts for the 2 groups [55.6497−(−55.6497)=111.2994] and subtracting the log-odds of the cutoff probability (−1.40262). This quantity was then multiplied by −1/X where X is the coefficient for EGR1 (−4.3011).

A ranking of the top 80 genes for which gene expression profiles were obtained, from most to least significant, is shown in Table 3B. Table 3B summarizes the results of significance tests (p-values) for the difference in the mean expression levels for normal subjects and subjects suffering from stage 1/stage 2 lung cancer.

The expression values (ΔC_(T)) for the 2-gene model, EGR1 and IFNG, for each of the 19 stage 1/stage 2 lung cancer samples and 50 normal subject samples used in the analysis, and their predicted probability of having stage 1/stage 2 lung cancer, is shown in Table 3C. As shown in Table 3C, the predicted probability of a subject having stage 1/stage 2 lung cancer, based on the 2-gene model EGR1 and IFNG is based on a scale of 0 to 1, “0” indicating no stage 1/stage 2 lung cancer (i.e., normal healthy subject), “1” indicating the subject has stage 1/stage 2 lung cancer. This predicted probability can be used to create a lung cancer index based on the 2-gene model EGR1 and IFNG, that can be used as a tool by a practitioner (e.g., primary care physician, oncologist, etc.) for diagnosis of stage 1 or stage 2 lung cancer and to ascertain the necessity of future screening or treatment options.

Gene Expression Profiles for Stage 3 Lung Cancer:

Using the custom primers and probes prepared for the targeted 91 genes shown in the Human Cancer General Precision Profile™ (shown in Table 3), gene expression profiles were analyzed using the 30 RNA samples obtained from stage 3 lung cancer subjects, and the 50 RNA samples obtained from the normal subjects, as described in Example 1.

Logistic regression models yielding the best discrimination between subjects diagnosed with stage 3 lung cancer and normal subjects were generated using the enumeration and classification methodology described in Example 2. A listing of all 1 and 2-gene logistic regression models capable of distinguishing between subjects diagnosed with stage 3 lung cancer and normal subjects with at least 75% accuracy is shown in Table 3D, (read from left to right, and interpreted as described above for Table 3A).

For example, the “best” logistic regression model (defined as the model with the highest entropy R² value, as described in Example 2) based on the 91 genes included in the Human Cancer Precision Profile™ (shown in Table 3) is shown in the first row of Table 3D. The first row of Table 3D lists a 2-gene model, EGR1 and IFNG, capable of classifying normal subjects with 96% accuracy, and stage 3 lung cancer subjects with 93.3% accuracy. Each of the 50 normal RNA samples and the 30 stage 3 lung cancer RNA samples were analyzed for this 2-gene model, no values were excluded. As shown in Table 3D, this 2-gene model correctly classifies 48 of the normal subjects as being in the normal patient population, and misclassifies 2 of the normal subjects as being in the stage 3 lung cancer patient population. This 2-gene model correctly classifies 28 of the stage 3 lung cancer subjects as being in the lung cancer patient population, and misclassifies only 2 of the stage 3 lung cancer subjects as being in the normal patient population. The p-value for the first gene, EGR1, is 1.1E-16, the incremental p-value for the second gene IFNG is 0.0074.

A discrimination plot of the 2-gene model, EGR1 and IFNG, is shown in FIG. 11. As shown in FIG. 11, the normal subjects are represented by circles, whereas the stage 3 lung cancer subjects are represented by X's. The line appended to the discrimination graph in FIG. 11 illustrates how well the 2-gene model discriminates between the 2 groups. Values above the line represent subjects predicted by the 2-gene model to be in the normal population. Values below line represent subjects predicted to be in the stage 3 lung cancer population. As shown in FIG. 11, only 2 normal subjects (circles) and 2 stage 3 lung cancer subjects (X's) are classified in the wrong patient population.

The following equation describes the discrimination line shown in FIG. 11:

EGR1=24.52233−0.2404*IFNG

The intercept (alpha) and slope (beta) of the discrimination line was computed as follows. A cutoff of 0.44455 was used to compute alpha (equals −0.22272 in logit units).

Subjects below this discrimination line have a predicted probability of being in the diseased group higher than the cutoff probability of 0.44455.

The intercept C₀=24.52233 was computed by taking the difference between the intercepts for the 2 groups [65.4589−(−65.4589)=130.9178] and subtracting the log-odds of the cutoff probability (−0.22272). This quantity was then multiplied by −1/X where X is the coefficient for EGR1 (−5.3478).

A ranking of the top 80 genes for which gene expression profiles were obtained, from most to least significant, is shown in Table 3E. Table 3E summarizes the results of significance tests (p-values) for the difference in the mean expression levels for normal subjects and subjects suffering from stage 3 lung cancer.

The expression values (ΔC_(T)) for the 2-gene model, EGR1 and IFNG, for each of the 30 stage 3 lung cancer samples and 50 normal subject samples used in the analysis, and their predicted probability of having stage 3 lung cancer, is shown in Table 3F. As shown in Table 3F, the predicted probability of a subject having stage 3 lung cancer, based on the 2-gene model EGR1 and IFNG is based on a scale of 0 to 1, “0” indicating no stage 3 lung cancer (i.e., normal healthy subject), “1” indicating the subject has stage 3 lung cancer. This predicted probability can be used to create a lung cancer index based on the 2-gene model EGR1 and IFNG, that can be used as a tool by a practitioner (e.g., primary care physician, oncologist, etc.) for diagnosis of stage 3 lung cancer and to ascertain the necessity of future screening or treatment options.

Gene Expression Profiles for Lung Cancer-All Stages:

Using the custom primers and probes prepared for the targeted 91 genes shown in the Human Cancer General Precision Profile™ (shown in Table 3), gene expression profiles were analyzed using the 49 RNA samples obtained from all stages of the newly diagnosed lung cancer subjects, and the 50 RNA samples obtained from the normal subjects, as described in Example 1.

Logistic regression models yielding the best discrimination between subjects diagnosed with lung cancer (all stages) and normal subjects were generated using the enumeration and classification methodology described in Example 2. A listing of all 1 and 2-gene logistic regression models capable of distinguishing between subjects diagnosed with lung cancer (all stages) and normal subjects with at least 75% accuracy is shown in Table 3G, (read from left to right, and interpreted as described above for Table 3A).

For example, the “best” logistic regression model (defined as the model with the highest entropy R² value, as described in Example 2) based on the 91 genes included in the Human Cancer Precision Profile™ (shown in Table 3) is shown in the first row of Table 3G. The first row of Table 3G lists a 2-gene model, EGR1 and IFNG, capable of classifying normal subjects with 94% accuracy, and lung cancer (all stages) subjects with 95.9% accuracy. Each of the 50 normal RNA samples and the 49 lung cancer (all stages) RNA samples were analyzed for this 2-gene model, no values were excluded. As shown in Table 3G, this 2-gene model correctly classifies 47 of the normal subjects as being in the normal patient population, and misclassifies 3 of the normal subjects as being in the lung cancer (all stages) patient population. This 2-gene model correctly classifies 47 of the lung cancer (all stages) subjects as being in the lung cancer patient population, and misclassifies only 2 of the lung cancer (all stages) subjects as being in the normal patient population. The p-value for the first gene, EGR1, is smaller than 1×10⁻¹⁷ (reported as 0), the incremental p-value for the second gene, IFNG, is 0.0007.

A discrimination plot of the 2-gene model, EGR1 and IFNG, is shown in FIG. 12. As shown in FIG. 12, the normal subjects are represented by circles, whereas the lung cancer (all stages) subjects are represented by X's. The line appended to the discrimination graph in FIG. 12 illustrates how well the 2-gene model discriminates between the 2 groups. Values above the line represent subjects predicted by the 2-gene model to be in the normal population. Values below the line represent subjects predicted to be in the lung cancer (all stages) population. As shown in FIG. 12, 3 normal subjects (circles) and 2 lung cancer (all stages) subjects (X's) are classified in the wrong patient population.

The following equation describes the discrimination line shown in FIG. 12:

EGR1=25.98063−0.29302*IFNG

The intercept (alpha) and slope (beta) of the discrimination line was computed as follows. A cutoff of 0.3144 was used to compute alpha (equals −0.77963 in logit units).

Subjects below this discrimination line have a predicted probability of being in the diseased group higher than the cutoff probability of 0.3144.

The intercept C₀=25.98063 was computed by taking the difference between the intercepts for the 2 groups [62.0923−(−62.0923)=124.1846] and subtracting the log-odds of the cutoff probability (−0.77963). This quantity was then multiplied by −1/X where X is the coefficient for EGR1 (−4.8099).

A ranking of the top 80 genes for which gene expression profiles were obtained, from most to least significant, is shown in Table 3H. Table 3H summarizes the results of significance tests (p-values) for the difference in the mean expression levels for normal subjects and subjects suffering from lung cancer (all stages).

The expression values (ΔC_(T)) for the 2-gene model, EGR1 and IFNG for each of the 49 lung cancer (all stages) samples and 50 normal subject samples used in the analysis, and their predicted probability of having lung cancer (all stages), is shown in Table 3I. As shown in Table 3I, the predicted probability of a subject having lung cancer (all stages), based on the 2-gene model EGR1 and IFNG is based on a scale of 0 to 1, “0” indicating no lung cancer (all stages) (i.e., normal healthy subject), “1” indicating the subject has lung cancer (all stages). This predicted probability can be used to create a lung cancer index based on the 2-gene model EGR1 and IFNG, that can be used as a tool by a practitioner (e.g., primary care physician, oncologist, etc.) for diagnosis of lung cancer (all stages) and to ascertain the necessity of future screening or treatment options.

Example 6 EGR1 Precision Profile™ Gene Expression Profiles for Stage 1 and Stage 2 Lung Cancer:

Custom primers and probes were prepared for the targeted 39 genes shown in the Precision Profile™ for EGR1 (shown in Table 4), selected to be informative of the biological role early growth response genes play in human cancer (including but not limited to breast, ovarian, cervical, prostate, lung, colon, and skin cancer). Gene expression profiles for these 39 genes were analyzed using the 19 RNA samples obtained from stage 1 and stage 2 lung cancer subjects, and the 50 RNA samples obtained from normal subjects, as described in Example 1.

Logistic regression models yielding the best discrimination between subjects diagnosed with stage 1 and stage 2 lung cancer and normal subjects were generated using the enumeration and classification methodology described in Example 2. A listing of all 1 and 2-gene logistic regression models capable of distinguishing between subjects diagnosed with stage 1 and stage 2 lung cancer and normal subjects with at least 75% accuracy is shown in Table 4A, (read from left to right).

As shown in Table 4A, the 1 and 2-gene models are identified in the first two columns on the left side of Table 4A, ranked by their entropy R² value (shown in column 3, ranked from high to low). The number of subjects correctly classified or misclassified by each 1 or 2-gene model for each patient group (i.e., normal vs. lung cancer) is shown in columns 4-7. The percent normal subjects and percent lung cancer subjects correctly classified by the corresponding gene model is shown in columns 8 and 9. The incremental p-value for each first and second gene in the 1 or 2-gene model is shown in columns 10-11 (note p-values smaller than 1×10⁻¹⁷ are reported as ‘0’). The total number of RNA samples analyzed in each patient group (i.e., normals vs. lung cancer), after exclusion of missing values, is shown in columns 12 and 13. The values missing from the total sample number for normal and/or lung cancer subjects shown in columns 12 and 13 correspond to instances in which values were excluded from the logistic regression analysis due to reagent limitations and/or instances where replicates did not meet quality metrics.

For example, the “best” logistic regression model (defined as the model with the highest entropy R² value, as described in Example 2) based on the 39 genes included in the Precision Profile™ for EGR1 (shown in Table 4) is shown in the first row of Table 4A, read left to right. The first row of Table 4A lists a 2-gene model, EGR1 and SRC, capable of classifying normal subjects with 92% accuracy, and stage 1/stage 2 lung cancer subjects with 89.5% accuracy. Each of the 50 normal RNA samples and the 19 stage 1/stage 2 lung cancer RNA samples were analyzed for this 2-gene model, no values were excluded. As shown in Table 4A, this 2-gene model correctly classifies 46 of the normal subjects as being in the normal patient population, and misclassifies 4 of the normal subjects as being in the stage 1/stage 2 lung cancer patient population. This 2-gene model correctly classifies 17 of the stage 1/stage 2 lung cancer subjects as being in the lung cancer patient population, and misclassifies only 2 of the stage 1/stage 1 lung cancer subjects as being in the normal patient population. The p-value for the first gene, EGR1, is 1.8E-12, the incremental p-value for the second gene, SRC is 0.0135.

A discrimination plot of the 2-gene model, EGR1 and SRC, is shown in FIG. 13. As shown in FIG. 13, the normal subjects are represented by circles, whereas the stage 1/stage 2 lung cancer subjects are represented by X's. The line appended to the discrimination graph in FIG. 13 illustrates how well the 2-gene model discriminates between the 2 groups. Values above and to the left of the line represent subjects predicted by the 2-gene model to be in the normal population. Values below and to the right of the line represent subjects predicted to be in the stage 1/stage 2 lung cancer population. As shown in FIG. 13, 4 normal subject (circles) and 2 stage 1/stage 2 lung cancer subjects (X's) are classified in the wrong patient population.

The following equation describes the discrimination line shown in FIG. 13:

EGR1=8.509334+0.582963*SRC

The intercept (alpha) and slope (beta) of the discrimination line was computed as follows. A cutoff of 0.3235 was used to compute alpha (equals −0.73773 in logit units).

Subjects below and to the right of this discrimination line have a predicted probability of being in the diseased group higher than the cutoff probability of 0.3235.

The intercept C₀=8.509334 was computed by taking the difference between the intercepts for the 2 groups [17.6522−(−17.6522)=35.3044] and subtracting the log-odds of the cutoff probability (−0.73773). This quantity was then multiplied by −1/X where X is the coefficient for EGR1 (−4.2356).

A ranking of the top 33 genes for which gene expression profiles were obtained, from most to least significant, is shown in Table 4B. Table 4B summarizes the results of significance tests (p-values) for the difference in the mean expression levels for normal subjects and subjects suffering from stage 1/stage 2 lung cancer.

The expression values (ΔC_(T)) for the 2-gene model, EGR1 and SRC, for each of the 19 stage 1/stage 2 lung cancer samples and 50 normal subject samples used in the analysis, and their predicted probability of having stage 1/stage 2 lung cancer, is shown in Table 4C. As shown in Table 4C, the predicted probability of a subject having stage 1/stage 2 lung cancer, based on the 2-gene model EGR1 and SRC is based on a scale of 0 to 1, “0” indicating no stage 1/stage 2 lung cancer (i.e., normal healthy subject), “1” indicating the subject has stage 1/stage 2 lung cancer. This predicted probability can be used to create a lung cancer index based on the 2-gene model EGR1 and SRC, that can be used as a tool by a practitioner (e.g., primary care physician, oncologist, etc.) for diagnosis of stage 1 or stage 2 lung cancer and to ascertain the necessity of future screening or treatment options.

Gene Expression Profiles for Stage 3 Lung Cancer:

Using the custom primers and probes prepared for the targeted 39 genes shown in the Precision Profile™ for EGR1 (shown in Table 4), gene expression profiles were analyzed using the 30 RNA samples obtained from stage 3 lung cancer subjects, and the 50 RNA samples obtained from the normal subjects, as described in Example 1.

Logistic regression models yielding the best discrimination between subjects diagnosed with stage 3 lung cancer and normal subjects were generated using the enumeration and classification methodology described in Example 2. A listing of all 1 and 2-gene logistic regression models capable of distinguishing between subjects diagnosed with stage 3 lung cancer and normal subjects with at least 75% accuracy is shown in Table 4D, (read from left to right, and interpreted as described above for Table 4A).

For example, the “best” logistic regression model (defined as the model with the highest entropy R² value, as described in Example 2) based on the 39 genes included in the Precision Profile™ for EGR1 (shown in Table 4) is shown in the first row of Table 4D. The first row of Table 4D lists a 2-gene model, EGR1 and NAB2, capable of classifying normal subjects with 96% accuracy, and stage 3 lung cancer subjects with 90% accuracy. Each of the 50 normal RNA samples and the 30 stage 3 lung cancer RNA samples were analyzed for this 2-gene model, no values were excluded. As shown in Table 4D, this 2-gene model correctly classifies 48 of the normal subjects as being in the normal patient population, and misclassifies 2 of the normal subjects as being in the stage 3 lung cancer patient population. This 2-gene model correctly classifies 27 of the stage 3 lung cancer subjects as being in the lung cancer patient population, and misclassifies only 3 of the stage 3 lung cancer subjects as being in the normal patient population. The p-value for the first gene, EGR1, is less than 1×10⁻¹⁷ (reported as 0), the incremental p-value for the second gene NAB2 is 0.0016.

A discrimination plot of the 2-gene model, EGR1 and NAB2, is shown in FIG. 14. As shown in FIG. 14, the normal subjects are represented by circles, whereas the stage 3 lung cancer subjects are represented by X's. The line appended to the discrimination graph in FIG. 14 illustrates how well the 2-gene model discriminates between the 2 groups. Values above and to the left of the line represent subjects predicted by the 2-gene model to be in the normal population. Values below and to the right of the line represent subjects predicted to be in the stage 3 lung cancer population. As shown in FIG. 14, only 2 normal subjects (circles) and 3 stage 3 lung cancer subjects (X's) are classified in the wrong patient population.

The following equation describes the discrimination line shown in FIG. 14:

EGR1=8.290074+0.530922*NAB2

The intercept (alpha) and slope (beta) of the discrimination line was computed as follows. A cutoff of 0.53455 was used to compute alpha (equals 0.138421 in logit units).

Subjects below and to the right of this discrimination line have a predicted probability of being in the diseased group higher than the cutoff probability of 0.53455.

The intercept C₀=8.290074 was computed by taking the difference between the intercepts for the 2 groups [21.6976−(−21.6976)=43.3952] and subtracting the log-odds of the cutoff probability (0.138421). This quantity was then multiplied by −1/X where X is the coefficient for EGR1 (−5.2179).

A ranking of the top 33 genes for which gene expression profiles were obtained, from most to least significant, is shown in Table 4E. Table 4E summarizes the results of significance tests (p-values) for the difference in the mean expression levels for normal subjects and subjects suffering from stage 3 lung cancer.

The expression values (ΔC_(T)) for the 2-gene model, EGR1 and NAB2, for each of the 30 stage 3 lung cancer samples and 50 normal subject samples used in the analysis, and their predicted probability of having stage 3 lung cancer, is shown in Table 4F. As shown in Table 4F, the predicted probability of a subject having stage 3 lung cancer, based on the 2-gene model EGR1 and NAB2 is based on a scale of 0 to 1, “0” indicating no stage 3 lung cancer normal healthy subject), “1” indicating the subject has stage 3 lung cancer. This predicted probability can be used to create a lung cancer index based on the 2-gene model EGR1 and NAB2, that can be used as a tool by a practitioner (e.g., primary care physician, oncologist, etc.) for diagnosis of stage 3 lung cancer and to ascertain the necessity of future screening or treatment options.

Gene Expression Profiles for Lung Cancer-All Stages:

Using the custom primers and probes prepared for the targeted 39 genes shown in the Precision Profile™ for EGR1 (shown in Table 4), gene expression profiles were analyzed using the 49 RNA samples obtained from all stages of the newly diagnosed lung cancer subjects, and the 50 RNA samples obtained from the normal subjects, as described in Example 1.

Logistic regression models yielding the best discrimination between subjects diagnosed with lung cancer (all stages) and normal subjects were generated using the enumeration and classification methodology described in Example 2. A listing of all 1 and 2-gene logistic regression models capable of distinguishing between subjects diagnosed with lung cancer (all stages) and normal subjects with at least 75% accuracy is shown in Table 4G, (read from left to right, and interpreted as described above for Table 4A).

For example, the “best” logistic regression model (defined as the model with the highest entropy R² value, as described in Example 2) based on the 39 genes included in the Precision Profile™ for EGR1 (shown in Table 4) is shown in the first row of Table 4G. The first row of Table 4G lists a 2-gene model, EGR1 and NAB2, capable of classifying normal subjects with 88% accuracy, and lung cancer (all stages) subjects with 87.8% accuracy. Each of the 50 normal RNA samples and the 49 lung cancer (all stages) RNA samples were analyzed for this 2-gene model, no values were excluded. As shown in Table 4G, this 2-gene model correctly classifies 44 of the normal subjects as being in the normal patient population, and misclassifies 6 of the normal subjects as being in the lung cancer (all stages) patient population. This 2-gene model correctly classifies 43 of the lung cancer (all stages) subjects as being in the lung cancer patient population, and misclassifies only 6 of the lung cancer (all stages) subjects as being in the normal patient population. The p-value for the first gene, EGR1, is smaller than 1×10⁻¹⁷ (reported as 0), the incremental p-value for the second gene, NAB2, is 0.0011.

A discrimination plot of the 2-gene model, EGR1 and NAB2, is shown in FIG. 15. As shown in FIG. 15, the normal subjects are represented by circles, whereas the lung cancer (all stages) subjects are represented by X's. The line appended to the discrimination graph in FIG. 15 illustrates how well the 2-gene model discriminates between the 2 groups. Values above and to the left of the line represent subjects predicted by the 2-gene model to be in the normal population. Values below and to the right of the line represent subjects predicted to be in the lung cancer (all stages) population. As shown in FIG. 15, 6 normal subject (circles) and 6 lung cancer (all stages) subject (X's) are classified in the wrong patient population.

The following equation describes the discrimination line shown in FIG. 15:

EGR1=9.085717+0.503425*NAB2

The intercept (alpha) and slope (beta) of the discrimination line was computed as follows. A cutoff of 0.452 was used to compute alpha (equals −0.19259 in logit units).

Subjects below and to the right of this discrimination line have a predicted probability of being in the diseased group higher than the cutoff probability of 0.452.

The intercept C₀=9.085717 was computed by taking the difference between the intercepts for the 2 groups [19.6029−(−19.6029)=39.2058] and subtracting the log-odds of the cutoff probability (−0.19259). This quantity was then multiplied by −1/X where X is the coefficient for EGR1 (−4.3363).

A ranking of the top 33 genes for which gene expression profiles were obtained, from most to least significant, is shown in Table 4H. Table 4H summarizes the results of significance tests (p-values) for the difference in the mean expression levels for normal subjects and subjects suffering from lung cancer (all stages).

The expression values (ΔC_(T)) for the 2-gene model, EGR1 and NAB2 for each of the 49 lung cancer (all stages) samples and 50 normal subject samples used in the analysis, and their predicted probability of having lung cancer (all stages), is shown in Table 4I. As shown in Table 4I, the predicted probability of a subject having lung cancer (all stages), based on the 2-gene model EGR1 and NAB2 is based on a scale of 0 to 1, “0” indicating no lung cancer (all stages) (i.e., normal healthy subject), “1” indicating the subject has lung cancer (all stages). This predicted probability can be used to create a lung cancer index based on the 2-gene model EGR1 and NAB2, that can be used as a tool by a practitioner (e.g., primary care physician, oncologist, etc.) for diagnosis of lung cancer (all stages) and to ascertain the necessity of future screening or treatment options.

Example 7 Cross-Cancer Precision Profile™ Gene Expression Profiles for Stage 1 and Stage 2 Lung Cancer:

Custom primers and probes were prepared for the targeted 110 genes shown in the Cross Cancer Precision Profile™ (shown in Table 5), selected to be informative relative to the biological condition of human cancer, including but not limited to breast, ovarian, cervical, prostate, lung, colon, and skin cancer. Gene expression profiles for these 110 genes were analyzed using the 19 RNA samples obtained from stage 1 and stage 2 lung cancer subjects, and the 50 RNA samples obtained from normal subjects, as described in Example 1.

Logistic regression models yielding the best discrimination between subjects diagnosed with stage 1 and stage 2 lung cancer and normal subjects were generated using the enumeration and classification methodology described in Example 2. A listing of all 1 and 2-gene logistic regression models capable of distinguishing between subjects diagnosed with stage 1 and stage 2 lung cancer and normal subjects with at least 75% accuracy is shown in Table 5A, (read from left to right).

As shown in Table 5A, the 1 and 2-gene models are identified in the first two columns on the left side of Table 5A, ranked by their entropy R² value (shown in column 3, ranked from high to low). The number of subjects correctly classified or misclassified by each 1 or 2-gene model for each patient group (i.e., normal vs. lung cancer) is shown in columns 4-7. The percent normal subjects and percent lung cancer subjects correctly classified by the corresponding gene model is shown in columns 8 and 9. The incremental p-value for each first and second gene in the 1 or 2-gene model is shown in columns 10-11 (note p-values smaller than 1×10⁻¹⁷ are reported as ‘0’). The total number of RNA samples analyzed in each patient group (i.e., normals vs. lung cancer), after exclusion of missing values, is shown in columns 12 and 13. The values missing from the total sample number for normal and/or lung cancer subjects shown in columns 12 and 13 correspond to instances in which values were excluded from the logistic regression analysis due to reagent limitations and/or instances where replicates did not meet quality metrics.

For example, the “best” logistic regression model (defined as the model with the highest entropy R² value, as described in Example 2) based on the 110 genes included in the Cross Cancer Precision Profile™ (shown in Table 5) is shown in the first row of Table 5A, read left to right. The first row of Table 5A lists a 2-gene model, CD59 and EGR1, capable of classifying normal subjects with 96% accuracy, and stage 1/stage 2 lung cancer subjects with 89.5% accuracy. Each of the 50 normal RNA samples and the 19 stage 1/stage 2 lung cancer RNA samples were analyzed for this 2-gene model, no values were excluded. As shown in Table 5A, this 2-gene model correctly classifies 48 of the normal subjects as being in the normal patient population, and misclassifies 2 of the normal subjects as being in the stage 1/stage 2 lung cancer patient population. This 2-gene model correctly classifies 17 of the stage 1/stage 2 lung cancer subjects as being in the lung cancer patient population, and misclassifies only 2 of the stage 1/stage 1 lung cancer subjects as being in the normal patient population. The p-value for the first gene, CD59, is 0.0009, the incremental p-value for the second gene, EGR1 is 1.7E-07.

A discrimination plot of the 2-gene model, CD59 and EGR1, is shown in FIG. 16. As shown in FIG. 16, the normal subjects are represented by circles, whereas the stage 1/stage 2 lung cancer subjects are represented by X's. The line appended to the discrimination graph in FIG. 16 illustrates how well the 2-gene model discriminates between the 2 groups. Values to the right of the line represent subjects predicted by the 2-gene model to be in the normal population. Values to the left of the line represent subjects predicted to be in the stage 1/stage 2 lung cancer population. As shown in FIG. 16, 2 normal subjects (circles) and 2 stage 1/stage 2 lung cancer subjects (X's) are classified in the wrong patient population.

The following equation describes the discrimination line shown in FIG. 16:

CD59=40.16406−1.2101*EGR1

The intercept (alpha) and slope (beta) of the discrimination line was computed as follows. A cutoff of 0.42335 was used to compute alpha (equals −0.30904 in logit units).

Subjects to the left of this discrimination line have a predicted probability of being in the diseased group higher than the cutoff probability of 0.42335.

The intercept C₀=40.16406 was computed by taking the difference between the intercepts for the 2 groups [63.4272−(−63.4272)=126.8544] and subtracting the log-odds of the cutoff probability (−0.30904). This quantity was then multiplied by −1/X where X is the coefficient for CD59 (−3.1661).

A ranking of the top 107 genes for which gene expression profiles were obtained, from most to least significant, is shown in Table 5B. Table 5B summarizes the results of significance tests (p-values) for the difference in the mean expression levels for normal subjects and subjects suffering from stage 1/stage 2 lung cancer.

The expression values (ΔC_(T)) for the 2-gene model, CD59 and EGR1, for each of the 19 stage 1/stage 2 lung cancer samples and 50 normal subject samples used in the analysis, and their predicted probability of having stage 1/stage 2 lung cancer, is shown in Table 5C. As shown in Table 5C, the predicted probability of a subject having stage 1/stage 2 lung cancer, based on the 2-gene model CD59 and EGR1 is based on a scale of 0 to 1, “0” indicating no stage 1/stage 2 lung cancer (i.e., normal healthy subject), “1” indicating the subject has stage 1/stage 2 lung cancer. This predicted probability can be used to create a lung cancer index based on the 2-gene model CD59 and EGR1, that can be used as a tool by a practitioner (e.g., primary care physician, oncologist, etc.) for diagnosis of stage 1 or stage 2 lung cancer and to ascertain the necessity of future screening or treatment options.

Gene Expression Profiles for Stage 3 Lung Cancer:

Using the custom primers and probes prepared for the targeted 110 genes shown in the Cross Cancer Precision Profile™ (shown in Table 5), gene expression profiles were analyzed using the 30 RNA samples obtained from stage 3 lung cancer subjects, and 46 of the 50 RNA samples obtained from the normal subjects, as described in Example 1.

Logistic regression models yielding the best discrimination between subjects diagnosed with stage 3 lung cancer and normal subjects were generated using the enumeration and classification methodology described in Example 2. A listing of all 1 and 2-gene logistic regression models capable of distinguishing between subjects diagnosed with stage 3 lung cancer and normal subjects with at least 75% accuracy is shown in Table 5D, (read from left to right, and interpreted as described above for Table 5A).

For example, the “best” logistic regression model (defined as the model with the highest entropy R² value, as described in Example 2) based on the 110 genes included in the Cross Cancer Precision Profile™ (shown in Table 5) is shown in the first row of Table 5D. The first row of Table 5D lists a 2-gene model, CD97 and CTSD, capable of classifying normal subjects with 93.5% accuracy, and stage 3 lung cancer subjects with 93.3% accuracy. 46 normal RNA samples and 30 stage 3 lung cancer RNA samples were analyzed for this 2-gene model, after exclusion of missing values. As shown in Table 5D, this 2-gene model correctly classifies 43 of the normal subjects as being in the normal patient population, and misclassifies 3 of the normal subjects as being in the stage 3 lung cancer patient population. This 2-gene model correctly classifies 28 of the stage 3 lung cancer subjects as being in the lung cancer patient population, and misclassifies only 2 of the stage 3 lung cancer subjects as being in the normal patient population. The p-value for the first gene, CD97, is 2.2E-05, the incremental p-value for the second gene CTSD is 6.7E-16.

A discrimination plot of the 2-gene model, CD97 and CTSD, is shown in FIG. 17. As shown in FIG. 17, the normal subjects are represented by circles, whereas the stage 3 lung cancer subjects are represented by X's. The line appended to the discrimination graph in FIG. 17 illustrates how well the 2-gene model discriminates between the 2 groups. Values to the right of the line represent subjects predicted by the 2-gene model to be in the normal population. Values to the left of the line represent subjects predicted to be in the stage 3 lung cancer population. As shown in FIG. 17, only 3 normal subjects (circles) and 2 stage 3 lung cancer subjects (X's) are classified in the wrong patient population.

The following equation describes the discrimination line shown in FIG. 17:

CD97=−12.7653+2.0438*CTSD

The intercept (alpha) and slope (beta) of the discrimination line was computed as follows. A cutoff of 0.44035 was used to compute alpha (equals −0.23974 in logit units).

Subjects to the left of this discrimination line have a predicted probability of being in the diseased group higher than the cutoff probability of 0.44035

The intercept C₀=−12.7653 was computed by taking the difference between the intercepts for the 2 groups [31.953−(−31.953)=63.906] and subtracting the log-odds of the cutoff probability (−0.23974). This quantity was then multiplied by −1/X where X is the coefficient for CD97 (5.025).

A ranking of the top 107 genes for which gene expression profiles were obtained, from most to least significant, is shown in Table 5E. Table 5E summarizes the results of significance tests (p-values) for the difference in the mean expression levels for normal subjects and subjects suffering from stage 3 lung cancer.

The expression values (ΔC_(T)) for the 2-gene model, CD97 and CTSD, for each of the 30 stage 3 lung cancer samples and 46 normal subject samples used in the analysis, and their predicted probability of having stage 3 lung cancer, is shown in Table 5F. As shown in Table 5F, the predicted probability of a subject having stage 3 lung cancer, based on the 2-gene model CD97 and CTSD is based on a scale of 0 to 1, “0” indicating no stage 3 lung cancer (i.e., normal healthy subject), “1” indicating the subject has stage 3 lung cancer. This predicted probability can be used to create a lung cancer index based on the 2-gene model CD97 and CTSD, that can be used as a tool by a practitioner (e.g., primary care physician, oncologist, etc.) for diagnosis of stage 3 lung cancer and to ascertain the necessity of future screening or treatment options.

Gene Expression Profiles for Lung Cancer-All Stages:

Using the custom primers and probes prepared for the targeted 110 genes shown in the Cross Cancer Precision Profile™ (shown in Table 5), gene expression profiles were analyzed using the 49 RNA samples obtained from all stages of the newly diagnosed lung cancer subjects, and the 50 RNA samples obtained from the normal subjects, as described in Example 1.

Logistic regression models yielding the best discrimination between subjects diagnosed with lung cancer (all stages) and normal subjects were generated using the enumeration and classification methodology described in Example 2. A listing of all 1 and 2-gene logistic regression models capable of distinguishing between subjects diagnosed with lung cancer (all stages) and normal subjects with at least 75% accuracy is shown in Table 5G, (read from left to right, and interpreted as described above for Table 5A).

For example, the “best” logistic regression model (defined as the model with the highest entropy R² value, as described in Example 2) based on the 110 genes included in the Cross Cancer Precision Profile™ (shown in Table 5) is shown in the first row of Table 5G. The first row of Table 5G lists a 2-gene model, ANLN and EGR1, capable of classifying normal subjects with 90% accuracy, and lung cancer (all stages) subjects with 91:8% accuracy. Each of the 50 normal RNA samples and the 49 lung cancer (all stages) RNA samples were analyzed for this 2-gene model, no values were excluded. As shown in Table 5G, this 2-gene model correctly classifies 45 of the normal subjects as being in the normal patient population, and misclassifies 5 of the normal subjects as being in the lung cancer (all stages) patient population. This 2-gene model correctly classifies 45 of the lung cancer (all stages) subjects as being in the lung cancer patient population, and misclassifies only 4 of the lung cancer (all stages) subjects as being in the normal patient population. The p-value for the first gene, ANLN, is 0.0035, the incremental p-value for the second gene, EGR1, is 7.4E-12.

A discrimination plot of the 2-gene model, ANLN and EGR1, is shown in FIG. 18. As shown in FIG. 18, the normal subjects are represented by circles, whereas the lung cancer (all stages) subjects are represented by X's. The line appended to the discrimination graph in FIG. 18 illustrates how well the 2-gene model discriminates between the 2 groups. Values to the right of the line represent subjects predicted by the 2-gene model to be in the normal population. Values to the left of the line represent subjects predicted to be in the lung cancer (all stages) population. As shown in FIG. 18, 5 normal subjects (circles) and 4 lung cancer subjects (all stages) (X's) are classified in the wrong patient population.

The following equation describes the discrimination line shown in FIG. 18:

ANLN=70.58616−2.53919*EGR1

The intercept (alpha) and slope (beta) of the discrimination line was computed as follows. A cutoff of 0.3811 was used to compute alpha (equals −0.48488 in logit units).

Subjects to the left of this discrimination line have a predicted probability of being in the diseased group higher than the cutoff probability of 0.3811.

The intercept C₀=70.58616 was computed by taking the difference between the intercepts for the 2 groups [50.689−(−50.689)=101.378] and subtracting the log-odds of the cutoff probability (−0.48488). This quantity was then multiplied by −1/X where X is the coefficient for ANLN (−1.4431).

A ranking of the top 107 genes for which gene expression profiles were obtained, from most to least significant, is shown in Table 5H. Table 5H summarizes the results of significance tests (p-values) for the difference in the mean expression levels for normal subjects and subjects suffering from lung cancer (all stages).

The expression values (ΔC_(T)) for the 2-gene model, ANLN and EGR1 for each of the 49 lung cancer (all stages) samples and 50 normal subject samples used in the analysis, and their predicted probability of having lung cancer (all stages), is shown in Table 5I. As shown in Table 5I, the predicted probability of a subject having lung cancer (all stages), based on the 2-gene model ANLN and EGR1 is based on a scale of 0 to 1, “0” indicating no lung cancer (all stages) (i.e., normal healthy subject), “1” indicating the subject has lung cancer (all stages). This predicted probability can be used to create a lung cancer index based on the 2-gene model ANLN and EGR1, that can be used as a tool by a practitioner (e.g., primary care physician, oncologist, etc.) for diagnosis of lung cancer (all stages) and to ascertain the necessity of future screening or treatment options.

These data support that Gene Expression Profiles with sufficient precision and calibration as described herein (1) can determine subsets of individuals with a known biological condition, particularly individuals with lung cancer or individuals with conditions related to lung cancer; (2) may be used to monitor the response of patients to therapy; (3) may be used to assess the efficacy and safety of therapy; and (4) may be used to guide the medical management of a patient by adjusting therapy to bring one or more relevant Gene Expression Profiles closer to a target set of values, which may be nonnative values or other desired or achievable values.

Gene Expression Profiles are used for characterization and monitoring of treatment efficacy of individuals with lung cancer, or individuals with conditions related to lung cancer. Use of the algorithmic and statistical approaches discussed above to achieve such identification and to discriminate in such fashion is within the scope of various embodiments herein.

These data support that Gene Expression Profiles with sufficient precision and calibration as described herein (1) can determine subsets of individuals with a known biological condition, to particularly individuals with lung cancer or individuals with conditions related to lung cancer; (2) may be used to monitor the response of patients to therapy; (3) may be used to assess the efficacy and safety of therapy; and (4) may be used to guide the medical management of a patient by adjusting therapy to bring one or more relevant Gene Expression Profiles closer to a target set of values, which may be normative values or other desired or achievable values.

Gene Expression Profiles are used for characterization and monitoring of treatment efficacy of individuals with lung cancer, or individuals with conditions related to lung cancer. Use of the algorithmic and statistical approaches discussed above to achieve such identification and to discriminate in such fashion is within the scope of various embodiments herein.

The references listed below are hereby incorporated herein by reference.

REFERENCES

-   Magidson, J. GOLDMineR User's Guide (1998). Belmont, Mass.:     Statistical Innovations Inc. -   Vermunt and Magidson (2005). Latent GOLD 4.0 Technical Guide,     Belmont Mass.: Statistical Innovations. -   Vermunt and Magidson (2007). LG-Syntax™ User's Guide: Manual for     Latent GOLD® 4.5 Syntax Module, Belmont Mass.: Statistical     Innovations. -   Vermunt J. K. and J. Magidson. Latent Class Cluster Analysis     in (2002) J. A. Hagenaars and A. L. McCutcheon (eds.), Applied     Latent Class Analysis, 89-106. Cambridge: Cambridge University     Press. -   Magidson, J. “Maximum Likelihood Assessment of Clinical Trials Based     on an Ordered Categorical Response.” (1996) Drug Information     Journal, Maple Glen, Pa.: Drug Information Association, Vol. 30, No.     1, pp 143-170.

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LENGTHY TABLES The patent application contains a lengthy table section. A copy of the table is available in electronic form from the USPTO web site (http://seqdata.uspto.gov/?pageRequest=docDetail&DocID=US20100184034A1). An electronic copy of the table will also be available from the USPTO upon request and payment of the fee set forth in 37 CFR 1.19(b)(3). 

1. A method for evaluating the presence of lung cancer in a subject based on a sample from the subject, the sample providing a source of RNAs, comprising: a) determining a quantitative measure of the amount of at least one constituent of any constituent of any one table selected from the group consisting of Tables 1, 2, 3, 4 and 5 as a distinct RNA constituent in the subject sample subject sample, wherein such measure is obtained under measurement conditions that are substantially repeatable and the constituent is selected so that measurement of the constituent distinguishes between a normal subject and a lung cancer-diagnosed subject in a reference population with at least 75% accuracy; and b) comparing the quantitative measure of the constituent in the subject sample to a reference value.
 2. A method for assessing or monitoring the response to therapy in a subject having lung cancer based on a sample from the subject, the sample providing a source of RNAs, comprising: a) determining a quantitative measure of the amount of at least one constituent of any constituent of Tables 1, 2, 3, 4, and 5 as a distinct RNA constituent, wherein such measure is obtained under measurement conditions that are substantially repeatable to produce subject data set; and b) comparing the subject data set to a baseline data set.
 3. A method for monitoring the progression of lung cancer in a subject, based on a sample from the subject, the sample providing a source of RNAs, comprising: a) determining a quantitative measure of the amount of at least one constituent of any constituent of Tables 1, 2, 3, 4, and 5 as a distinct RNA constituent in a sample obtained at a first period of time, wherein such measure is obtained under measurement conditions that are substantially repeatable to produce a first subject data set; b) determining a quantitative measure of the amount of at least one constituent of any constituent of Tables 1, 2, 3, 4, and 5 as a distinct RNA constituent in a sample obtained at a second period of time, wherein such measure is obtained under measurement conditions that are substantially repeatable to produce a second subject data set; and c) comparing the first subject data set and the second subject data set.
 4. A method for determining a lung cancer profile based on a sample from a subject known to have lung cancer, the sample providing a source of RNAs, the method comprising: a) using amplification for measuring the amount of RNA in a panel of constituents including at least 1 constituent from Tables 1, 2, 3, 4, and 5 and b) arriving at a measure of each constituent, wherein the profile data set comprises the measure of each constituent of the panel and wherein amplification is performed under measurement conditions that are substantially repeatable.
 5. The method of claim 1, wherein said constituent is selected from a) Table 1 and is selected from: i) EGR1, IGFBP3, DAD1, SPARC, ANLN, S100A4, ING2, RBM5, TOPORS, MUC1, NT5C2, RCHY1, or CDK2; ii) EGR1, SPARC, DAD1, CEACAM1, TEGT, HOXA10, MMP9, PPARG, ANLN, USP7, ZNF185, MYC, PTEN, NT5C2, PTGS2, TNFRSF6, ING2, IQGAP1, IGFBP3, CXCR4, STAT3, PGAM1, LGALS3, TOPORS, CDH1, BCL2L1, or FBXO7; or iii) EGR1, SPARC, DAD1, TEGT, CEACAM1, MMP9, ANLN, IGFBP3, ZNF185, USP7, MYC, RBMS, ING2, IQGAP1, NT5C2, TNFRSF6, RCHY1, TOPORS, PGAM1, or CDH1; b) Table 2 and is selected from: i) EGR1, IL10, SERPINA1, TGFB1, ELA2, MNDA, ALOX5, CD86, IFI16, HMOX1, CASP1, TIMP1, ICAM1, or MYC; ii) EGR1, IL10, TNF, TIMP1, IL1RN, SERPINA1, IFI16, PTPRC, TGFB1, MNDA, HMOX1, MMP9, ELA2, VEGF, CD86, CASP1, TLR2, TXNRD1, TNFRSF1A, PTGS2, ALOX5, ICAM1, PLAUR, ADAM17, HSPA1A, or MAPK14; or iii) EGR1, IL10, TNF, SERPINAL IL1RN, TGFB1, MNDA, PTPRC, ELA2, VEGF, IFI16, TIMP1, HMOX1, MMP9, CD86, CASP1, TXNRD1, TLR2, ALOX5, MYC, ICAM1, PLAUR, HSPA1A, or MAPK14. c) Table 3 and is selected from: i) EGR1, TNF, NRAS, CDKN2A, IFITM1, CDK5, BRAF, RHOC, TGFB1, RHOA, ICAM1, NFKB1, RB1, BAD, PLAUR, BCL2, ABL2, S100A4, or SOCS1; ii) EGR1, TNF, BRAF, IFITML TIMP1, TGFB1, NRAS, MMP9, PLAU, RHOC, RHOA, RB1, NME4, CDKN1A, CDK5, BRCA1, CDKN2A, NFKB1, FOS, VEGF, WNT1, ICAM1, PTEN, TNFRSF1A, CDC25A, SOCS1, PLAUR, SEMA4D, or SERPINE1; or iii) EGR1, TNF, NRAS, IFITM1, BRAF, TGFB1, TIMP1, RHOC, RHOA, PLAU, MMP9, CDK5, CDKN2A, NME4, RB1, NFKB1, ICAM1, FOS, VEGF, PLAUR, BRCA1, WNT1, SOCS1, S100A4, or BCL2; d) Table 4 and is selected from: i) EGR1, EP300, TGFB1, MAPK1, CREBBP, ICAM1, NFKB1, or SMAD3; ii) EGR1, EP300, TGFB1, ALOX5, PLAU, EGR2, MAPK1, CREBBP, NFKB1, FOS, ICAM1, TOPBP1, PTEN, PDGFA, CDKN2D, or SERPINE1; or iii) EGR1, EP300, TGFB1, ALOX5, PLAU, MAPK1, EGR2, CREBBP, NFKB1, ICAM1, FOS, SMAD3, or TOPBP1; or e) Table 5 and is selected from: i) EGR1, TNF, NRAS, RP51077B9.4, CTSD, G6PD, HMGA1, GNB1, ACPP, PLXDC2, MTF1, CD59, PTPRC, GADD45A, S100A11, MYD88, DIABLO, TGFB1, CTNNA1, ELA2, SRF, C1QB, SERPINA1, TEGT, ANLN, VIM, SPARC, UBE2C, ETS2, DAD1, E2F1, IFI16, TXNRD1, TLR2, POV1, ING2, HMOX1, SIAH2, CA4, S100A4, C1QA, or ST14; ii) EGR1, TNF, HMGA1, CTSD, TIMP1, RP51077B9.4, S100A11, GNB1, PLXDC2, TGFB1, NRAS, SPARC, G6PD, C1QB, DAD1, MTF1, NUDT4, SERPINA1, MMP9, ETS2, PLAU, HMOX1, DLC1, TEGT, PTPRC, ANLN, MEIS1, CEACAM1, ELA2, DIABLO, GADD45A, XRCC1, MYD88, SRF, HOXA10, IFI16, UBE2C, GSK3B, CAV1, CTNNA1, CD59, E2F1, PTGS2, CCL5, LGALS8, ITGAL, NCOA1, ZNF185, SP1, SIAH2, POV1, MNDA, NEDD4L, RBMS, USP7, FOS, VEGF, VIM, TLR2, PTEN, TNFRSF1A, C1QA, ING2, CCL3, IGF2BP2, CASP9, CA4, IQGAP1, or CD97; or iii) EGR1, TNF, CTSD, RP51077B9.4, HMGA1, NRAS, GNB1, S100A11, G6PD, TIMP1, PLXDC2, MTF1, TGFB1, C1QB, SPARC, GADD45A, SERPINA1, ETS2, ELA2, PTPRC, NUDT4, DAD1, PLAU, CD59, DIABLO, MMP9, HMOX1, MYD88, ANLN, DLC1, SRF, UBE2C, TEGT, HOXA10, IFI16, CTNNA1, MEIS1, XRCC1, CEACAM1, E2F1, LGALS8, ZNF185, MNDA, VIM, SIAH2, POV1, ITGAL, TLR2, NEDD4L, GSK3B, USP7, FOS, RBM5, VEGF, C1QA, ING2, CA4, S100A4, IGF2BP2, or CD97.
 6. The method of claim 1, comprising measuring at least two constituents from: a) Table 1, wherein the first constituent is selected from the group consisting of: i) ABCC5, ABCG2, ADAM8, ANLN, BCL2, BCL2L1, CASP3, CCL5, CCND1, CDH1, CDK2, CDK4, CDKN1C, CEACAM1, CEBPA, CFLAR, COX17, CXCL10, CXCR4, DAD1, DIABLO, E2F1, EGR1, EIF3S6, EMP1, ERBB2, ERCC1, ERCC2, FBXO7, FGFR2, FHIT, HDAC3, HOXA10, HOXA5, ICOS, IGFBP3, IGSF4, ILR4, IL8, ING1, ING2, IQGAP1, LGALS3, LPIN2, MALL, MINA, MMP9, MUC1, MYC, MYCL1, NME1, PGAM1, PPARG, PSMD2, PTEN, RAP1GDS1, RASSF1, RBL2, RBM5, RCHY1, RUNX3, S100A4, S100P, SLC2A1, SPARC, and TOPORS; ii) ABCC5, ABCG2, ADAM8, ANLN, BCL2, BCL2L1, BCL2L2, CASP3, CCL5, CCND1, CDH1, CDK2, CDK4, CDKN1C, CEACAM1, CEBPA, CFLAR, COX17, CXCL10, CXCR4, DAD1, DIABLO, E2F1, EGR1, EIF3S6, EMP1, ERBB2, ERCC1, ERCC2, ESR1, FBXO7, FGFR2, FHIT, HDAC3, HOXA10, HOXA5, ICOS, IGFBP3, IGSF4, IL4R, IL8, ING1, ING2, IQGAP1, LGALS3, LPIN2, MALL, MINA, MMP9, MUC1, MYC, MYCL1, NME1, NT5C2, P4HB, PGAM1, PGK1, PPARG, PSMD2, PTEN, PTGS2, RAP1GDS1, RASSF1, RBL2, RBM5, RCHY1, RPS3A, RUNX3, S100A4, S100P, SERPINF1, SLC2A1, SMARCA4, SPARC, STAT3, TEGT, TNFRSF6, TOPORS, TP53, TRIT1, USP7, and XRCC1; and iii) ABCC5, ABCG2, ADAM8, ANLN, BCL2, BCL2L1, BCL2L2, CASP3, CCL5, CCND1, CDH1, CDK2, CDK4, CDKN1C, CEACAM1, CEBPA, CFLAR, COX17, CXCL10, CXCR4, DAB2IP, DAD1, DIABLO, E2F1, EGR1, EIF3S6, EMP1, ERBB2, ERCC1, ERCC2, ESR1, FBXO7, FGFR2, FHIT, HDAC3, HOXA10, ICOS, IGFBP3, IGSF4, IL4R, IL8, ING1, ING2, IQGAP1, LGALS3, LPIN2, MALL, MINA, MMP9, MUC1, MYC, MYCL1 , NME1, NT5C2, P4HB, PGAM1, PGK1, PPARG, PSMD2, PTEN, PTGS2, RAP1GDS1, RASSF1, RBL2, RBM5, RCHY1, RPS3A, RUNX3, S100A4, S100P, SERPINF1, SLC2A1, SMARCA4, SPARC, TEGT, TNFRSF6, TOPORS, TP53, TRIT1, USP7, and XRCC1; and the second constituent is any other constituent selected from Table 1, wherein the constituent is selected so that measurement of the constituent distinguishes between a normal subject and a lung cancer-diagnosed subject in a reference population with at least 75% accuracy; b) Table 2, wherein the first constituent is selected from the group consisting of: i) ALOX5, APAF1, C1QA, CASP1, CASP3, CCL3, CCL5, CCR3, CCR5, CD19, CD4, CD86, CD8A, CXCL1, CXCR3, EGR1, ELA2, GZMB, HLADRA, HMGB1, HMOX1, HSPA1A, ICAM1, IFI16, IFNG, IL10, IL18, IL18BP, IL1B, IL1R1, IL1RN, IL32, IL8, LTA, MAPK14, MIF, MMP9, MNDA, MYC, NFKB1, PLA2G7, PTPRC, SERPINA1, TGFB1, TLR2, TNF, and TXNRD1; ii) ADAM17, ALOX5, APAF1, C1QA, CASP1, CASP3, CCL3, CCL5, CCR3, CCR5, CD19, CD4, CD86, CD8A, CTLA4, CXCL1, CXCR3, DPP4, EGR1, ELA2, GZMB, HLADRA, HMGB1, HMOX1, HSPA1A, ICAM1, IFI16, IFNG, IL10, IL15, IL18BP, IL1B, IL1R1, IL1RN, IL23A, IL32, IL5, IRF1, LTA, MAPK14, MHC2TA, MIF, MMP12, MMP9, MNDA, MYC, NFKB1, PLA2G7, PLAUR, PTGS2, PTPRC, SERPINA1, SERPINE1, TGFB1, TIMP1, TLR2, TLR4, TNF, and TNFRSF13B; and iii) ADAM17, ALOX5, APAF1, C1QA, CASP1, CASP3, CCL3, CCL5, CCR3, CD19, CD4, CD86, CD8A, CTLA4, CXCL1, CXCR3, DPP4, EGR1, ELA2, GZMB, HLADRA, HMOX1, HSPA1A, ICAM1, IFI16, IFNG, IL10, IL15, IL18, IL18BP, IL1B, IL1R1, IL1RN, IL23A, IL32, IL5, IL8, IRF1, LTA, MAPK14, MHC2TA, MIF, MMP12, MMP9, MNDA, MYC, NFKB1, PLA2G7, PLAUR, PTGS2, PTPRC, SERPINA1, SERPINE1, TGFB1, TIMP1, TLR2, TNF, TNFRSF13B, and TXNRD1; and the second constituent is any other constituent selected from Table 2, wherein the constituent is selected so that measurement of the constituent distinguishes between a normal subject and a lung cancer-diagnosed subject in a reference population with at least 75% accuracy; c) Table 3 wherein the first constituent is selected from the group consisting of: i) ABL2, AKT1, ANGPT1, APAF1, ATM, BAD, BAX, BCL2, BRAF, BRCA1, CASP8, CCNE1, CDC25A, CDK2, CDK4, CDK5, CDKN1A, CDKN2A, COL18A1, E2F1, EGR1, ERBB2, FGFR2, FOS, G1P3, GZMA, HRAS, ICAM1, IFITM1, IFNG, IGFBP3, IL1B, IL8, ITGA1, ITGB1, JUN, MMP9, MSH2, MYC, NFKB1, NME1, NME4, NRAS, PLAU, PLAUR, RB1, RHOA, RHOC, S100A4, SEMA4D, SERPINE1, SKI, SKIL, SRC, TNF, TNFRSF1A, and TNFRSF6; ii) ABL1, ABL2, AKT1, APAF1, ATM, BAD, BAX, BCL2, BRAF, BRCA1, CASP8, CCNE1, CDC25A, CDK2, CDK4, CDK5, CDKN1A, CDKN2A, CFLAR, COL18A1, E2F1, EGR1, ERBB2, FOS, G1P3, GZMA, HRAS, ICAM1, IFITM1, IFNG, IGFBP3, IL18, IL1B, IL8, ITGA1, ITGA3, ITGAE, ITGB1, JUN, MMP9, MSH2, MYC, MYCL1, NFKB1, NME1, NME4, NOTCH2, NRAS, PLAU, PLAUR, PTCH1, PTEN, RAF1, RB1, RHOA, RHOC, S100A4, SEMA4D, SERPINE1, SKI, SKIL, SMAD4, SOCS1, SRC, TGFB1, TIMP1, TNF, TNFRSF10A, TNFRSF1A, TNFRSF6, and VEGF; and iii) ABL1, ABL2, AKT1, APAF1, ATM, BAD, BAX, BCL2, BRAF, BRCA1, CASP8, CCNE1, CDC25A, CDK2, CDK4, CDK5, CDKN1A, CDKN2A, CFLAR, COL18A1, E2F1, EGR1, ERBB2, FOS, G1P3, GZMA, HRAS, ICAM1, IFITM1, IFNG, IGFBP3, IL18, IL1B, IL8, ITGA1, ITGA3, ITGAE, ITGB1, JUN, MMP9, MSH2, MYC, MYCL1, NFKB1, NME1, NME4, NOTCH2, NRAS, PLAU, PLAUR, PTCH1, PTEN, RAF1, RB1, RHOA, RHOC, S100A4, SEMA4D, SERPINE1, SKI, SKIL, SMAD4, SOCS1, SRC, TGFB1, TIMP1, TNF, TNFRSF10A, TNFRSF1A, TNFRSF6, and VEGF; and the second constituent is any other constituent selected from Table 3, wherein the constituent is selected so that measurement of the constituent distinguishes between a normal subject and a lung cancer-diagnosed subject in a reference population with at least 75% accuracy; d) Table 4 wherein the first constituent is selected from the group consisting of: i) ALOX5, CDKN2D, CEBPB, CREBBP, EGR1, EGR2, EGR3, EP300, FGF2, ICAM1, MAP2K1, MAPK1, NAB2, NFATC2, NFKB1, NR4A2, PDGFA, PLAU, SERPINE1, SRC, and TNFRSF6; ii) ALOX5, CDKN2D, CEBPB, CREBBP, EGR1, EGR2, EGR3, EP300, FGF2, FOS, ICAM1, JUN, MAP2K1, MAPK1, NAB1, NAB2, NFATC2, NFKB1, NR4A2, PDGFA, PLAU, PTEN, RAF1, S100A6, SERPINE1, SMAD3, SRC, and TGFB1; and iii) ALOX5, CDKN2D, CEBPB, CREBBP, EGR1, EGR2, EGR3, EP300, FGF2, FOS, ICAM1, JUN, MAP2K1, MAPK1, NAB1, NAB2, NFATC2, NFKB1, NR4A2, PDGFA, PLAU, PTEN, RAF1, S100A6, SERPINE1, SMAD3, SRC, and THBS1; and the second constituent is any other constituent selected from Table 4, wherein the constituent is selected so that measurement of the constituent distinguishes between a normal subject and a lung cancer-diagnosed subject in a reference population with at least 75% accuracy; or e) Table 5 wherein the first constituent is selected from the group consisting of: i) ACPP, ADAM17, ANLN, APC, AXIN2, BAX, BCAM, C1QA, C1QB, CA4, CASP3, CASP9, CAV1, CCL3, CCL5, CCR7, CD59, CD97, CDH1, CEACAM1, CNKSR2, CTNNA1, CTSD, CXCL1, DAD1, DIABLO, DLC1, E2F1, EGR1, ELA2, ETS2, FOS, G6PD, GADD45A, GNB1, GSK3B, HMGA1, HMOX1, HOXA10, HSPA1A, IFI16, IGF2BP2, IGFBP3, IKBKE, IL8, ING2, IQGAP1, IRF1, ITGAL, LARGE, LGALS8, LTA, MAPK14, MEIS1, MLH1, MME, MMP9, MNDA, MSH2, MSH6, MTA1, MTF1, MYC, MYD88, NCOA1, NEDD4L, NRAS, NUDT4, PLAU, PLEK2, PLXDC2, POV1, PTEN, PTGS2, PTPRC, PTPRK, RBM5, RP51077B9.4, S100A11, S100A4, SERPINA1, SERPINE1, SERPING1, SIAH2, SP1, SPARC, SRF, TGFB1, TLR2, TNF, TXNRD1, UBE2C, VIM, XK, and XRCC1; ii) ACPP, ADAM 17, ANLN, APC, AXIN2, BAX, BCAM, C1QA, C1QB, CA4, CASP3, CASP9, CAV1, CCL3, CCL5, CCR7, CD59, CD97, CDH1, CEACAM1, CNKSR2, CTNNA1, CTSD, CXCL1, DAD1, DIABLO, DLC1, E2F1, EGR1, ELA2, ESR1, ESR2, ETS2, FOS, G6PD, GADD45A, GNB1, GSK3B, HMGA1, HMOX1, HOXA10, HSPA1A, IFI16, IGF2BP2, IGFBP3, IKBKE, IL8, ING2, IQGAP1, IRF1, ITGAL, LARGE, LGALS8, LTA, MAPK14, MEIS1, MLH1, MME, MMP9, MNDA, MSH2, MSH6, MTA1, MTF1, MYC, MYD88, NBEA, NCOA1, NEDD4L, NRAS, NUDT4, PLAU, PLEK2, PLXDC2, POV1, PTEN, PTGS2, PTPRC, PTPRK, RBM5, RP51077B9.4, S100A11, S100A4, SERPINA1, SERPINE1, SIAH2, SP1, SPARC, SRF, ST14, TEGT, TGFB1, TIMP1, TLR2, TNF, TNFRSF1A, TNFSF5, TXNRD1, UBE2C, USP7, VEGF, VIM, XK, and XRCC1; iii) ACPP, ADAM17, ANLN, APC, AXIN2, BAX, BCAM, C1QA, C1QB, CA4, CASP3, CASP9, CAV1, CCL3, CCLS, CCR7, CD59, CD97, CDH1, CEACAM1, CNKSR2, CTNNA1, CTSD, CXCL1, DAD1, DIABLO, DLC1, E2F1, EGR1, ELA2, ESR1, ESR2, ETS2, FOS, G6PD, GADD45A, GNB1, GSK3B, HMGA1, HMOX1, HOXA10, HSPA1A, IFI16, IGF2BP2, IGFBP3, IKBKE, IL8, ING2, IQGAP1, IRF1, ITGAL, LARGE, LGALS8, LTA, MAPK14, MEIS1, MLH1, MME, MMP9, MNDA, MSH2, MSH6, MTA1, MTF1, MYC, MYD88, NBEA, NCOA1, NEDD4L, NRAS, NUDT4, PLAU, PLEK2, PLXDC2, POV1, PTEN, PTGS2, PTPRC, PTPRK, RBM5, RP51077B9.4, S100A11, S100A4, SERPINA1, SERPINE1, SERPING1, SIAH2, SP1, SPARC, SRF, ST14, TEGT, TGFB1, TIMP1, TLR2, TNF, TNFRSF1A, TNFSF5, TXNRD1, UBE2C, USP7, VEGF, VIM, XK, and XRCC1; and the second constituent is any other constituent selected from Table 5, wherein the constituent is selected so that measurement of the constituent distinguishes between a normal subject and a lung-cancer diagnosed subject in a reference population with at least 75% accuracy.
 7. The method of claim 1, wherein the combination of constituents are selected according to any of the models enumerated in Tables 1A, 2A, 3A, 4A, or 5A.
 8. The method of claim 1, wherein said reference value is an index value.
 9. The method of claim 2, wherein said therapy is immunotherapy.
 10. The method of claim 9, wherein said constituent is selected from the group constituent is selected from Table
 6. 11. The method of claim 2, wherein when the baseline data set is derived from a normal subject a similarity in the subject data set and the baseline date set indicates that said therapy is efficacious.
 12. The method claim 2, wherein when the baseline data set is derived from a subject known to have lung cancer a similarity in the subject data set and the baseline date set indicates that said therapy is not efficacious.
 13. The method of claim 1, wherein expression of said constituent in said subject is increased compared to expression of said constituent in a normal reference sample.
 14. The method of claim 1, wherein expression of said constituent in said subject is decreased compared to expression of said constituent in a normal reference sample.
 15. The method of claim 1, wherein the sample is selected from the group consisting of blood, a blood fraction, a body fluid, a cells and a tissue.
 16. The method of claim 1, wherein the measurement conditions that are substantially repeatable are within a degree of repeatability of better than ten percent.
 17. The method of claim 1, wherein the measurement conditions that are substantially repeatable are within a degree of repeatability of better than five percent.
 18. The method of claim 1, wherein the measurement conditions that are substantially repeatable are within a degree of repeatability of better than three percent.
 19. The method of claim 1, wherein efficiencies of amplification for all constituents are substantially similar.
 20. The method of claim 1, wherein the efficiency of amplification for all constituents is within ten percent.
 21. The method of claim 1, wherein the efficiency of amplification for all constituents is within five percent.
 22. The method of claim 1, wherein the efficiency of amplification for all constituents is within three percent.
 23. A kit for detecting lung cancer in a subject, comprising at least one reagent for the detection or quantification of any constituent measured according to claim 1, and instructions for using the kit. 